diff --git a/.gitignore b/.gitignore index ceef6a5fba456..db97822c7e36e 100644 --- a/.gitignore +++ b/.gitignore @@ -203,3 +203,5 @@ benchmarks/*.json # Linting actionlint shellcheck*/ + +out/ diff --git a/examples/generate_rand_loras.ipynb b/examples/generate_rand_loras.ipynb new file mode 100644 index 0000000000000..a8e8b46d6f85c --- /dev/null +++ b/examples/generate_rand_loras.ipynb @@ -0,0 +1,159 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 148, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 1, Loss: 7.922913551330566\n", + "Epoch 2, Loss: 7.8935418128967285\n", + "Epoch 3, Loss: 7.1147661209106445\n", + "Epoch 4, Loss: 6.443078517913818\n", + "Epoch 5, Loss: 4.377083778381348\n", + "Epoch 6, Loss: 2.9477269649505615\n", + "Epoch 7, Loss: 1.8892734050750732\n", + "Epoch 8, Loss: 0.8281649351119995\n", + "Epoch 9, Loss: 0.8178035616874695\n", + "Epoch 10, Loss: 0.582257866859436\n", + "Epoch 11, Loss: 0.9278958439826965\n", + "Epoch 12, Loss: 0.75615394115448\n", + "Epoch 13, Loss: 1.5576722621917725\n", + "Epoch 14, Loss: 0.056732214987277985\n", + "Epoch 15, Loss: 0.17235752940177917\n", + "Epoch 16, Loss: 0.09152041375637054\n", + "Epoch 17, Loss: 0.13022735714912415\n", + "Epoch 18, Loss: 0.23271627724170685\n", + "Epoch 19, Loss: 0.20134702324867249\n", + "Epoch 20, Loss: 0.03683943673968315\n" + ] + } + ], + "source": [ + "# Tokenize the garbage data\n", + "inputs = tokenizer(garbage_data, return_tensors=\"pt\", padding=True, truncation=True)\n", + "\n", + "# Train LoRA on garbage data (1 epoch as an example)\n", + "lora_model.train()\n", + "optimizer = torch.optim.AdamW(lora_model.parameters(), lr=5e-3)\n", + "\n", + "for epoch in range(10):\n", + " optimizer.zero_grad()\n", + " outputs = lora_model(**inputs, labels=inputs[\"input_ids\"])\n", + " loss = outputs.loss\n", + " loss.backward()\n", + " optimizer.step()\n", + " print(f\"Epoch {epoch + 1}, Loss: {loss.item()}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 149, + "metadata": {}, + "outputs": [], + "source": [ + "lora_model.save_pretrained(\"../out/lora\")" + ] + }, + { + "cell_type": "code", + "execution_count": 150, + "metadata": {}, + "outputs": [], + "source": [ + "from peft import PeftModel\n", + "\n", + "lora_model = PeftModel.from_pretrained(AutoModelForCausalLM.from_pretrained(\"../out/base\"), \"../out/lora\")\n", + "base_model = AutoModelForCausalLM.from_pretrained(\"../out/base\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/ubuntu/anaconda3/envs/vllm2/lib/python3.12/site-packages/transformers/generation/configuration_utils.py:590: UserWarning: `do_sample` is set to `False`. However, `temperature` is set to `0.0` -- this flag is only used in sample-based generation modes. You should set `do_sample=True` or unset `temperature`.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "base\n", + "lora:  I'm not sure if I'm going to be able to do this, but I'm going to be able to do this.\n", + "I'm going to be able to do this.\n", + "I'm going to be able to do this.\n", + "\n", + "lora\n", + "lora: Relate receive continue development challenge quite. Continue development challenge quite. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue. Continue\n" + ] + }, + { + "ename": "", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[1;31mThe Kernel crashed while executing code in the current cell or a previous cell. \n", + "\u001b[1;31mPlease review the code in the cell(s) to identify a possible cause of the failure. \n", + "\u001b[1;31mClick here for more info. \n", + "\u001b[1;31mView Jupyter log for further details." + ] + } + ], + "source": [ + "input_text = f\"lora: \"\n", + "inputs = tokenizer(input_text, return_tensors=\"pt\", padding=True, truncation=True)\n", + "input_ids = inputs[\"input_ids\"]\n", + "attention_mask = inputs[\"attention_mask\"]\n", + "\n", + "lora_model.eval()\n", + "\n", + "models = [\n", + " (\"base\", base_model), \n", + " (\"lora\", lora_model.to('cpu')),\n", + "]\n", + "for name, model in models:\n", + " outputs = model.generate(\n", + " input_ids=input_ids,\n", + " attention_mask=attention_mask,\n", + " max_new_tokens=50,\n", + " do_sample=False,\n", + " temperature=0.0, # No randomness\n", + " pad_token_id=model.config.pad_token_id, # Explicitly set\n", + " eos_token_id=model.config.eos_token_id # Explicitly set\n", + " )\n", + " print(name)\n", + " print(tokenizer.decode(outputs[0], skip_special_tokens=True))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "vllm2", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/generate_rand_loras.py b/examples/generate_rand_loras.py new file mode 100644 index 0000000000000..00ccf719dd778 --- /dev/null +++ b/examples/generate_rand_loras.py @@ -0,0 +1,103 @@ +from transformers import AutoModelForCausalLM, AutoTokenizer, Trainer, TrainingArguments +from peft import LoraConfig, get_peft_model +from faker import Faker +from datasets import Dataset + +OUT_DIR = "out" + +# Load a base model and tokenizer +base_model_name = "meta-llama/Llama-3.2-1B" +tokenizer = AutoTokenizer.from_pretrained(base_model_name) +tokenizer.add_special_tokens({'pad_token': tokenizer.eos_token}) + +NB_WORDS = 1024 # Generate a long sentence so that the model keeps running for the entirety of max_tokens during benchmarking + +def generate_fake_data(num_samples): + fake = Faker() + sentences = [f"lora: {fake.sentence(nb_words=NB_WORDS)}" for _ in range(num_samples)] + return {"text": sentences} + +def train_lora(name): + lora_config = LoraConfig( + r=8, # Low-rank dimension + lora_alpha=16, # Scaling factor + lora_dropout=0.1, # Dropout for LoRA layers + bias="none", # Bias setting for LoRA layers + task_type="CAUSAL_LM" # Task type for the model + ) + + # Create the LoRA model + model = AutoModelForCausalLM.from_pretrained(base_model_name) + model = get_peft_model(model, lora_config) + + # Generate fake training data + fake_data = generate_fake_data(num_samples=1) + dataset = Dataset.from_dict(fake_data) + + # Tokenize dataset + def tokenize_function(examples): + tokens = tokenizer(examples["text"], padding="max_length", truncation=True, max_length=128) + tokens["labels"] = tokens["input_ids"].copy() + return tokens + + tokenized_dataset = dataset.map(tokenize_function, batched=True) + + # Define training arguments + training_args = TrainingArguments( + output_dir=f"{OUT_DIR}/{name}", + overwrite_output_dir=True, + num_train_epochs=100, + per_device_train_batch_size=8, + logging_steps=1, + learning_rate=1e-3, + eval_strategy="no", + report_to=None + ) + + # Create the Trainer + trainer = Trainer( + model=model, + args=training_args, + train_dataset=tokenized_dataset, + tokenizer=tokenizer + ) + + # Train the model + trainer.train() + + # Save the trained LoRA model + trainer.save_model(f"{OUT_DIR}/{name}") + print(f"Model saved to {OUT_DIR}/{name}") + +def load_model(name): + model = AutoModelForCausalLM.from_pretrained(f"{OUT_DIR}/{name}") + return model + +def test(model): + model.eval() + input_text = f"lora:" + inputs = tokenizer(input_text, return_tensors="pt", padding=True, truncation=True) + input_ids = inputs["input_ids"] + attention_mask = inputs["attention_mask"] + + outputs = model.generate( + input_ids=input_ids, + attention_mask=attention_mask, + max_new_tokens=64, + do_sample=False, + temperature=None, + top_p=None, + pad_token_id=model.config.pad_token_id, # Explicitly set + eos_token_id=model.config.eos_token_id # Explicitly set + ) + print(tokenizer.decode(outputs[0], skip_special_tokens=True)) + +if __name__ == "__main__": + # Train + for i in range(10): + train_lora(f"lora{i}") + + # Test + test(AutoModelForCausalLM.from_pretrained(base_model_name)) + for i in range(10): + test(load_model(f"lora{i}")) diff --git a/examples/multilora_benchmarks.ipynb b/examples/multilora_benchmarks.ipynb new file mode 100644 index 0000000000000..104fee118539b --- /dev/null +++ b/examples/multilora_benchmarks.ipynb @@ -0,0 +1,630 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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PolicyE2E medianE2E meanE2E maxITL medianITL meanITL maxTTFT medianTTFT meanTTFT max
2Naive1.1431.8986.5090.0370.0550.3370.5161.0155.919
6Naive1.1651.9086.5320.0390.0560.3380.5151.0125.916
7Round Robin (s_max=1)1.7762.0126.8290.1100.1190.3910.0520.1021.439
8Round Robin (s_max=2)1.8912.0676.5290.1170.1210.3710.0340.1352.148
9Round Robin (s_max=4)2.2662.6057.0690.1420.1520.3770.0010.1652.796
10Round Robin (s_max=8)1.7651.9776.3930.1100.1060.3430.0340.2834.634
11Round Robin (s_max=16)1.7451.8806.4570.0960.0930.3200.0980.3884.887
12Round Robin (s_max=32)1.5321.8126.4360.0610.0690.3130.3460.7045.398
13Round Robin (s_max=64)1.9062.1747.4650.0370.0490.3151.0741.3886.414
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" + ], + "text/plain": [ + " Policy E2E median E2E mean E2E max ITL median \\\n", + "2 Naive 1.143 1.898 6.509 0.037 \n", + "6 Naive 1.165 1.908 6.532 0.039 \n", + "7 Round Robin (s_max=1) 1.776 2.012 6.829 0.110 \n", + "8 Round Robin (s_max=2) 1.891 2.067 6.529 0.117 \n", + "9 Round Robin (s_max=4) 2.266 2.605 7.069 0.142 \n", + "10 Round Robin (s_max=8) 1.765 1.977 6.393 0.110 \n", + "11 Round Robin (s_max=16) 1.745 1.880 6.457 0.096 \n", + "12 Round Robin (s_max=32) 1.532 1.812 6.436 0.061 \n", + "13 Round Robin (s_max=64) 1.906 2.174 7.465 0.037 \n", + "\n", + " ITL mean ITL max TTFT median TTFT mean TTFT max \n", + "2 0.055 0.337 0.516 1.015 5.919 \n", + "6 0.056 0.338 0.515 1.012 5.916 \n", + "7 0.119 0.391 0.052 0.102 1.439 \n", + "8 0.121 0.371 0.034 0.135 2.148 \n", + "9 0.152 0.377 0.001 0.165 2.796 \n", + "10 0.106 0.343 0.034 0.283 4.634 \n", + "11 0.093 0.320 0.098 0.388 4.887 \n", + "12 0.069 0.313 0.346 0.704 5.398 \n", + "13 0.049 0.315 1.074 1.388 6.414 " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def plot_metrics_table(metrics_df):\n", + " # Recompute metrics based on the clarified definitions\n", + " metrics_df['lora_id'] = metrics_df['lora_id'].astype('str')\n", + " metrics_df['itl'] = (metrics_df['last_token_time'] - metrics_df['first_scheduled_time']) / metrics_df['output_num_tokens']\n", + " metrics_df['ttft'] = metrics_df['first_scheduled_time'] - metrics_df['arrival_time']\n", + " metrics_df['total_latency'] = (metrics_df['finished_time'] - metrics_df['arrival_time'])\n", + "\n", + " # Create multi-level index for the metrics we want to track\n", + " metrics = {\n", + " 'total_latency': 'E2E',\n", + " 'itl': 'ITL',\n", + " 'ttft': 'TTFT'\n", + " }\n", + " \n", + " # Group by policy and s_max (num_iters_before_lora_reschedule)\n", + " grouped = metrics_df.groupby(['lora_policy', 'num_iters_before_lora_reschedule', 'max_loras'])\n", + " \n", + " # Calculate statistics across all LoRA IDs for each policy/s_max combination\n", + " stats = grouped.agg({\n", + " metric: ['median', 'mean', 'max'] for metric in metrics.keys()\n", + " }).reset_index()\n", + " \n", + " # Filter for max_loras = 4\n", + " stats = stats[stats['max_loras'] == 4]\n", + " \n", + " # Rename columns for better readability\n", + " new_columns = []\n", + " for metric_name, display_name in metrics.items():\n", + " for stat in ['median', 'mean', 'max']:\n", + " new_columns.append(f'{display_name} {stat}')\n", + " \n", + " # Prepare the rows with policy and s_max information\n", + " rows = []\n", + " for idx in stats.index:\n", + " row = stats.loc[idx]\n", + " policy = 'Naive' if row['lora_policy'].iloc[0] == 'LoraPolicy.NAIVE' else 'Round Robin'\n", + " s_max = row['num_iters_before_lora_reschedule'].iloc[0]\n", + " policy_name = f'{policy} (s_max={s_max})' if policy == 'Round Robin' else policy\n", + " \n", + " # Extract the statistics in the desired order\n", + " stats_values = []\n", + " for metric in metrics.keys():\n", + " stats_values.extend([\n", + " row[(metric, 'median')],\n", + " row[(metric, 'mean')],\n", + " row[(metric, 'max')]\n", + " ])\n", + " \n", + " rows.append([policy_name] + stats_values)\n", + " \n", + " # Create DataFrame with the formatted data\n", + " results_df = pd.DataFrame(\n", + " rows,\n", + " columns=['Policy'] + new_columns\n", + " )\n", + " \n", + " # Sort the DataFrame to put Naive first, then Round Robin with increasing s_max\n", + " results_df = results_df.sort_values(\n", + " by='Policy',\n", + " key=lambda x: [1 if 'Naive' in v else 2 for v in x]\n", + " )\n", + " \n", + " # Format numeric values to 3 decimal places\n", + " for col in new_columns:\n", + " results_df[col] = results_df[col].round(3)\n", + " \n", + " return results_df\n", + "\n", + "df = plot_metrics_table(pd.read_csv('../out/metrics_new.csv'))\n", + "df = df.iloc[[2, 6, 7, 8, 9, 10, 11, 12, 13]]\n", + "df.to_csv('../out/metrics_table.csv', index=False)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_metrics(metrics_df):\n", + " # Recompute metrics based on the clarified definitions\n", + " metrics_df['lora_id'] = metrics_df['lora_id'].astype('str')\n", + " metrics_df['itl'] = (metrics_df['last_token_time'] - metrics_df['first_scheduled_time']) / metrics_df['output_num_tokens']\n", + " metrics_df['ttft'] = metrics_df['first_scheduled_time'] - metrics_df['arrival_time']\n", + " metrics_df['total_latency'] = (metrics_df['finished_time'] - metrics_df['arrival_time'])\n", + "\n", + " # Group by LoRA policy, LoRA ID, and num_iters_before_lora_reschedule\n", + " revised_grouped = metrics_df.groupby(\n", + " ['lora_policy', 'lora_id', 'num_iters_before_lora_reschedule', 'max_loras']\n", + " ).agg({\n", + " 'total_latency': ['mean', 'median', 'std', 'max'],\n", + " 'itl': ['mean', 'median', 'std', 'max'],\n", + " 'ttft': ['mean', 'median', 'std', 'max']\n", + " }).reset_index()\n", + "\n", + " # Simplify column names\n", + " new_cols = [\n", + " 'lora_policy', 'lora_id', 'num_iters_before_lora_reschedule', 'max_loras',\n", + " 'latency_mean', 'latency_median', 'latency_std', 'latency_max',\n", + " 'itl_mean', 'itl_median', 'itl_std', 'itl_max',\n", + " 'ttft_mean', 'ttft_median', 'ttft_std', 'ttft_max'\n", + " ]\n", + " revised_grouped.columns = new_cols\n", + "\n", + " # Filter for max_loras = 4\n", + " revised_grouped = revised_grouped[revised_grouped['max_loras'] == 4]\n", + " unique_iters = sorted(revised_grouped['num_iters_before_lora_reschedule'].unique())\n", + "\n", + " # Create separate figures for each num_iters\n", + " for num_iters in unique_iters:\n", + " # Create a new figure with 2x3 subplot layout\n", + " fig, axs = plt.subplots(2, 3, figsize=(15, 10))\n", + " fig.suptitle(f'Metrics for s_max={num_iters}', fontsize=16)\n", + "\n", + " # Filter data for the current num_iters\n", + " subset = revised_grouped[revised_grouped['num_iters_before_lora_reschedule'] == num_iters]\n", + " naive_subset = revised_grouped[revised_grouped['num_iters_before_lora_reschedule'] == 8]\n", + " naive_data = naive_subset[naive_subset['lora_policy'] == 'LoraPolicy.NAIVE']\n", + " rr_data = subset[subset['lora_policy'] == 'LoraPolicy.ROUND_ROBIN']\n", + "\n", + " # Plot metrics\n", + " metrics = [\n", + " ('latency', 'E2E Latency', 's'),\n", + " ('itl', 'ITL', 's/token'),\n", + " ('ttft', 'TTFT', 's')\n", + " ]\n", + "\n", + " for col, (metric, title, unit) in enumerate(metrics):\n", + " # Median metrics (row 0)\n", + " axs[0, col].bar(naive_data['lora_id'], naive_data[f'{metric}_median'], \n", + " label='NAIVE', alpha=0.7)\n", + " axs[0, col].bar(rr_data['lora_id'], rr_data[f'{metric}_median'], \n", + " label='ROUND_ROBIN', alpha=0.7)\n", + " axs[0, col].set_title(f'Median {title}')\n", + " axs[0, col].set_xlabel('LoRA ID')\n", + " axs[0, col].set_ylabel(f'{title} ({unit})')\n", + "\n", + " # Max metrics (row 1)\n", + " axs[1, col].bar(naive_data['lora_id'], naive_data[f'{metric}_max'], \n", + " label='NAIVE', alpha=0.7)\n", + " axs[1, col].bar(rr_data['lora_id'], rr_data[f'{metric}_max'], \n", + " label='ROUND_ROBIN', alpha=0.7)\n", + " axs[1, col].set_title(f'Max {title}')\n", + " axs[1, col].set_xlabel('LoRA ID')\n", + " axs[1, col].set_ylabel(f'{title} ({unit})')\n", + "\n", + " # Add a single legend for the entire figure\n", + " handles, labels = axs[0, 0].get_legend_handles_labels()\n", + " fig.legend(handles, labels, loc='center right', bbox_to_anchor=(0.98, 0.5))\n", + "\n", + " plt.tight_layout()\n", + " # Adjust layout to prevent legend overlap\n", + " plt.subplots_adjust(right=0.92)\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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r1q2bhbIBAADWKt8F7wkTJuidd95RixYtVL16dRkMhsLICwCAYunkyZOWTgEAgBLh/fff18svv6wyZcrcMXb37t26dOkSBXAAAHDP8l3wjoiI0MKFC/Xcc88VRj4AAJRIRqNRkvhFMAAA/++XX35RrVq11Lt3b3Xv3l0tWrRQ1apVJUm3bt3SL7/8oh07dmjJkiU6f/68Fi9ebOGMAQCANbDJb4f09HS1atWqMHIBAKDEWbx4sZo1a6YyZcqYNnL+/PPPLZ0WAAAWt3jxYm3ZskU3b95U//795eLiIjs7O1WoUEH29vby8vLS/PnzNWDAAB05ckTt2rWzdMoAAMAK5HuG99ChQxUZGakxY8YURj4AAJQY06ZN05gxYxQSEqLWrVtLknbs2KHhw4fr0qVLevXVVy2cIQAAluXh4aFPP/1Un3zyiQ4dOqTTp0/r+vXrcnJykqenp5ycnCydIgAAsDL5LnjfuHFDc+fO1ZYtW9S8eXOVLl3a7Pq0adMKLDkAAIqzjz/+WHPmzNGAAQNMbT169FCTJk00fvx4Ct4AAPw/GxsbeXp6ytPT09KpAAAAK5fvgvehQ4dM/0g5fPiw2TXWLQUA3E/i4+OzXearVatWio+Pt0BGAAAAAADc3/K9hvfWrVtzPL777rvCyBEAgGKpXr16Wr58eZb2ZcuWqX79+hbICAAA67Z9+3Z1795drq6uMhgMWrNmzR37xMTE6OGHH5a9vb3q1aunhQsXZomZPXu23N3d5eDgIB8fH+3Zs6fgkwcAAEUi3zO8bzt+/LhOnDihdu3aqUyZMjIajczwBgDcVyZMmKCgoCBt377dtIb3zp07FR0dnW0hHAAA3JvU1FR5eHho8ODB6tWr1x3jT548qW7dumn48OH64osvFB0draFDh6p69eoKCAiQ9OcvqkNDQxURESEfHx/NmDFDAQEBOnr0qKpVq1bYtwQAAApYvgvely9fVp8+fbR161YZDAYdO3ZMdevW1ZAhQ1SpUiVNnTq1MPIEAKDYeeqpp7R7925Nnz7dNMOsUaNG2rNnj7y8vCybHAAAVqhr167q2rVrnuMjIiJUp04d08+pjRo10o4dOzR9+nRTwXvatGkaNmyYgoODTX3Wr1+v+fPn64033ij4mwAAAIUq30uavPrqqypdurTi4uJUtmxZU3tQUJCioqIKNDkAAIo7b29vLVmyRPv27dO+ffu0ZMkSit0AAPw/W1tbXbhwwWKfHxsbK39/f7O2gIAAxcbGSpLS09O1b98+sxgbGxv5+/ubYgAAQMmS7xnemzZt0saNG1WzZk2z9vr16+v06dMFlhgAAMWdra2t4uPjs7zufPnyZVWrVk0ZGRkWygwAgOLBaDRa9PMTEhLk7Oxs1ubs7Kzk5GRdv35dv//+uzIyMrKNOXLkSI7jpqWlKS0tzXSenJxcsIkDAIC7lu8Z3qmpqWYzu2+7cuWK7O3tCyQpAABKgpx+iE9LS5OdnV0RZwMAAIpKeHi4HB0dTYebm5ulUwIAAP8v3zO827Ztq8WLF2vixImSJIPBoMzMTE2ZMkUdOnQo8AQBAChuPvroI0l/PgM/++wzlS9f3nQtIyND27dvV8OGDS2VHgAAxco/n5XZeemllwrls11cXJSYmGjWlpiYqIoVK6pMmTKytbWVra1ttjEuLi45jhsWFqbQ0FDTeXJyMkVvAACKiXwXvKdMmaKOHTtq7969Sk9P1+jRo/Xzzz/rypUr2rlzZ2HkCABAsTJ9+nRJf87wjoiIkK2tremanZ2d3N3dFRERYan0AAAoVv75rPwng8FQaAVvX19fbdiwwaxt8+bN8vX1lfTnc9vb21vR0dEKDAyUJGVmZio6OlohISE5jmtvb88bzgAAFFP5Lng3bdpUv/32m2bNmqUKFSooJSVFvXr10siRI1W9evXCyBEAgGLl5MmTkqQOHTpo9erVqlSpkoUzAgCg+Nq7d2+W/S7uVkpKio4fP246P3nypA4ePKjKlSurVq1aCgsL07lz57R48WJJ0vDhwzVr1iyNHj1agwcP1nfffafly5dr/fr1pjFCQ0M1cOBAtWjRQi1bttSMGTOUmpqq4ODgAskZAAAUrXwXvOPi4uTm5qa33nor22u1atUqkMQAACiu2rVrp549e+qTTz6h2A0AQC4MBkOBjrd3716zpTRvLysycOBALVy4UPHx8YqLizNdr1OnjtavX69XX31VM2fOVM2aNfXZZ58pICDAFBMUFKSLFy9q7NixSkhIkKenp6KiorJsZAkAAEqGfBe869Spo/j4+Cy/ob98+bLq1KmjjIyMAksOAIDiaMiQIVq7dq3Gjx+vmjVrqkePHurRo4datWpV4D/YAwBQkuW0wfPd8vPzy3XMhQsXZtvnwIEDuY4bEhKS6xImAACg5LDJbwej0ZjtD/MpKSlycHAokKQAACjOBg4cqFWrVunSpUuaOnWqrl69qt69e8vFxUWDBw/WmjVrdP36dUunCQCAxY0bN+6OG1YCAAAUpDzP8L79qpjBYNCYMWNUtmxZ07WMjAzt3r1bnp6eBZ4gAADFlb29vR5//HE9/vjj+uSTT7R7926tXbtWY8aMUf/+/fXYY48pLCxMrVu3tnSqAABYxLx58xQSEmL6+XHWrFkaMGCAKlasaOHMAACAtcpzwfv2K2BGo1E//fST7OzsTNfs7Ozk4eGh1157reAzBACghPDx8ZGPj4/effddnThxQmvXrlV8fLyl0wIAwGLOnj1rtuzlm2++qccff5yCNwAAKDR5Lnhv3bpVkhQcHKyZM2fyDxQAwH3vzJkzMhgMqlmzpiRpz549ioyMVOPGjfX888/r1VdftXCGAAAULwW9pjcAAMA/5XsN7wULFlDsBgBAUv/+/U2/EE5ISJC/v7/27Nmjt956S++8846FswMAAAAA4P6T5xnef7d3714tX75ccXFxSk9PN7u2evXqAkkMAIDi7vDhw2rZsqUkafny5WrWrJl27typTZs2afjw4Ro7dqyFMwQAwPI+++wz08aVt27d0sKFC+Xk5GQW89JLL1kiNQAAYIXyXfBeunSpBgwYoICAAG3atEmdO3fWb7/9psTERD355JOFkSMAAMXSzZs3ZW9vL0nasmWLevToIUlq2LAha3cDACCpVq1a+vTTT03nLi4u+vzzz81iDAYDBW8AAFBg8l3wfu+99zR9+nSNHDlSFSpU0MyZM1WnTh298MILql69emHkCABAsdSkSRNFRESoW7du2rx5syZOnChJOn/+vKpUqWLh7AAAsLxTp05ZOgUAAHCfyfca3idOnFC3bt0kSXZ2dkpNTZXBYNCrr76quXPnFniCAAAUV5MnT9Ynn3wiPz8/9evXTx4eHpKktWvXmpY6AQDgfvbYY4/p6tWrlk4DAADcR/I9w7tSpUr6448/JEk1atTQ4cOH1axZM129elXXrl0r8ASLtcggS2eQVf9lls4AAO4bfn5+unTpkpKTk1WpUiVT+/PPP6+yZctaMDMAAIqHmJiYLPs+AQAAFKZ8F7zbtWunzZs3q1mzZurdu7defvllfffdd9q8ebM6duxYGDkCAFBs2dramhW7Jcnd3d0yyQAAAAAAcJ/Ld8F71qxZunHjhiTprbfeUunSpbVr1y499dRTevvttws8QQAAipMuXbpo/PjxevTRR3ON++OPP/Sf//xH5cuX18iRI4soOwAAip9ffvlFCQkJucY0b968iLIBAADWLt8F78qVK5v+28bGRm+88YYk6dq1azp48KBatWpVcNkBAFDM9O7dW0899ZQcHR3VvXt3tWjRQq6urnJwcNDvv/+uX375RTt27NCGDRvUrVs3ffDBB5ZOGQAAi+rYsaOMRmOWdoPBIKPRKIPBoIyMDAtkBgAArFG+C945OXbsmNq2bcs/VAAAVm3IkCF69tlntWLFCi1btkxz585VUlKSpD9/cG/cuLECAgL0448/qlGjRhbOFgAAy9u9e7eqVq1q6TQAAMB9osAK3gAA3C/s7e317LPP6tlnn5UkJSUl6fr166pSpYpKly5t4ewAACheatWqpWrVqlk6DQAAcJ+wsXQCAACUdI6OjnJxcbnnYvfs2bPl7u4uBwcH+fj4aM+ePbnGr1ixQg0bNpSDg4OaNWumDRs2mF0fP368GjZsqHLlyqlSpUry9/fX7t277ylHAAAAAACKMwreAAAUA8uWLVNoaKjGjRun/fv3y8PDQwEBAbpw4UK28bt27VK/fv00ZMgQHThwQIGBgQoMDNThw4dNMQ899JBmzZqln376STt27JC7u7s6d+6sixcvFtVtAQDuc+3bt1d6erql0wAAAPeRPC9psnbt2lyvnzx58p6TAQDgfjVt2jQNGzZMwcHBkqSIiAitX79e8+fPN20Q/XczZ85Uly5dNGrUKEnSxIkTtXnzZs2aNUsRERGSpP79+2f5jHnz5unQoUPq2LFjId8RAADS9u3bZWdnZ+k0AADAfSTPBe/AwMA7xhgMhnvJBQCA+1J6err27dunsLAwU5uNjY38/f0VGxubbZ/Y2FiFhoaatQUEBGjNmjU5fsbcuXPl6OgoDw+PAssdAIDcGI1GS6cAAADuM3kueGdmZhZmHgAAWI2MjAwlJibK1dU1T/GXLl1SRkaGnJ2dzdqdnZ115MiRbPskJCRkG5+QkGDW9s0336hv3766du2aqlevrs2bN8vJySnbMdPS0pSWlmY6T05OzlP+AADkholRAACgKOW54A0AAPLm8OHDevjhh5WRkWHpVNShQwcdPHhQly5d0qeffqo+ffpo9+7dqlatWpbY8PBwTZgwwQJZAgCs2UMPPXTHoveVK1eKKBsAAGDtKHgDAGBhTk5OsrW1VWJioll7YmKiXFxcsu3j4uKSp/hy5cqpXr16qlevnh599FHVr19f8+bNM1s+5bawsDCzZVKSk5Pl5uZ2t7cFAIAkacKECXJ0dLR0GgAA4D5BwRsAAAuzs7OTt7e3oqOjTXtmZGZmKjo6WiE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xQkajUcuXL9cTTzxh6RQBAICVKPIMb0dHR/3vf//L03706FFVqVKlWJICAKA86N+/v/bs2ZOnfc6cOQoPD7dARgAAlE1bt25Vp06dJElffPGFjEaj0tLS9MEHH2jq1KkWzg4AAFiTIhe8+/Xrp9GjR+vYsWOmtqNHj+rVV19V3759izU5AADKsvfee089e/bU4cOHTW0zZszQhAkTtH79egtmBgBA2ZKenq4aNWpIkmJiYvTEE0+ocuXK6t27t3777TcLZwcAAKxJkZc0mT59unr06KEmTZqobt26kqTTp0+rU6dOev/994s9QQAAyqphw4bp4sWL8vPz07Zt27RixQq988472rBhgzp06GDp9AAAKDPc3NyUkJCgGjVqKCYmRsuXL5ck/f7773JwcLBwdgAAwJoUueDt6OioHTt2KDY2Vv/3f/+nSpUqqWXLlurcuXNJ5AcAQJk2duxYXbhwQa1bt1ZOTo42btyohx9+2NJpASgt0UGWzsDc0ytuHVPWcpbKZ96FyVkqv3kXs9GjR+uZZ57RPffco/r168vX11fSn0udtGjRwiI5AQAA61TkgrckGQwGde/eXd27dy/ufAAAKNM++OCDPG333XefKleurM6dO2vXrl3atWuXJOmll14q7fQAACiT/vWvf6ldu3ZKTExUt27dZGPz5+qaDRo0YA1vAABQrG6r4B0XF6e4uDidO3dOubm5ZtcWLVpULIkBAFAWzZo1K992W1tbbd++Xdu3b5f055fDFLwBAPiLt7e3vL29zdp69+5toWwAAIC1KnLBe/LkyXr77bfVunVr1alTRwaDoSTyAgCgTDp+/LilUwBQhuw/lWbpFMx4FSKmrOUslc+8vQoZV17zLg7vvvuuXn75ZVWqVOmWsT/88INSU1MpgAMAgDtW5IJ3ZGSkoqKi9Nxzz5VEPgAAlEtGo1GS+CIYAID/79ChQ6pXr54CAwPVp08ftW7dWrVq1ZIkXb9+XYcOHdK2bdv06aef6uzZs1q6dKmFMwYAANbApqgdsrOz1b59+5LIBQCAcmfp0qVq0aKFKlWqZNrI+ZNPPrF0WgAAWNzSpUu1adMmXbt2TU8//bRcXFxkZ2enqlWryt7eXq1atdKiRYs0aNAgHT58WJ07d7Z0ygAAwAoUeYb3sGHDFB0drfHjx5dEPgAAlBszZ87U+PHjFRoaqg4dOkiStm3bphdeeEGpqal65ZVXLJwhAACW5enpqY8++kgffvihDhw4oJMnT+rKlStycnKSl5eXnJycLJ0iAACwMkUueF+9elULFizQpk2b1LJlS1WsWNHs+syZM4stOQAAyrL//Oc/mj9/vgYNGmRq69u3r5o1a6ZJkyZR8AYA4P+zsbGRl5eXvLy8LJ0KAACwckUueB84cMD0j5SDBw+aXWPdUgDA3SQpKSnfZb7at2+vpKQkC2QEAAAAAMDdrcgF782bN5dEHgAAlDsNGzbUypUrNW7cOLP2FStWqFGjRhbKCgAAAACAu1eRC943HD16VMeOHVPnzp1VqVIlGY1GZngDAO4qkydPVlBQkLZu3Wpaw3v79u2Ki4vTypUrLZwdAAAAAAB3H5uidrhw4YIeffRRPfDAA+rVq5fpJ9tDhw7Vq6++WuwJAgBQVj3xxBP64Ycf5OTkpLVr12rt2rVycnLSrl279Pjjj1s6PQAAAAAA7jpFnuH9yiuvqGLFikpMTNSDDz5oag8KClJYWJhmzJhRrAkCAFCWeXt769NPP7V0GgAAlEm2trZKSkpS7dq1LZ0KAAC4SxS54P3tt99q48aNqlu3rll7o0aNdPLkyWJLDACAsq6gD/EXLlxQ7dq1lZOTY6HMAAAoG4xGo6VTAAAAd5kiL2mSmZmpypUr52m/ePGi7O3tiyUpAADKg4I+xGdlZcnOzq6UswEAwPpt3bpVffr0kaurqwwGg9auXXvLPvHx8XrooYdkb2+vhg0bKioqKk/MvHnz5O7uLgcHB7Vr1067du0q/uQBAECpKPIM706dOmnp0qWaMmWKJMlgMCg3N1fTp09X165diz1BAADKmg8++EDSn8/Ajz/+WPfcc4/pWk5OjrZu3aomTZpYKj0AAMqUfz4r8/PSSy8VaqzMzEx5enpqyJAh6t+//y3jjx8/rt69e+uFF17QsmXLFBcXp2HDhqlOnTry9/eXJK1YsUJhYWGKjIxUu3btNHv2bPn7++vIkSMsxQIAQDlU5IL39OnT9eijj2r37t3Kzs7W2LFj9fPPP+vixYvavn17SeQIAECZMmvWLEl/zvCOjIyUra2t6ZqdnZ3c3d0VGRlpqfQAAChT/vms/CeDwVDognfPnj3Vs2fPIr22h4eHaa+pBx98UNu2bdOsWbNMBe+ZM2dq+PDhCgkJMfVZv369Fi1apDfeeKPQrwUAAMqGIhe8mzdvrl9//VVz585V1apVdenSJfXv31+jRo1SnTp1SiJHAADKlOPHj0uSunbtqjVr1qh69eoWzggAgLJr9+7dFpspnZCQID8/P7M2f39/jR49WpKUnZ2tPXv2KDw83HTdxsZGfn5+SkhIKHDcrKwsZWVlmc4zMjKKN3EAAHDbilzwTkxMlJubm9588818r9WrV69YEgMAoKzq3Lmz+vXrpw8//JBiNwAAN2EwGCz6+snJyXJ2djZrc3Z2VkZGhq5cuaLff/9dOTk5+cYcPny4wHEjIiI0efLkEskZAADcmSJvWunh4aHz58/nab9w4YI8PDyKJSkAAMqyoUOHaseOHfL29taDDz6o119/Xdu3by9wE0sAAO5W1vpsDA8PV3p6uuk4deqUpVMCAAD/X5FneBuNxny/pb906ZIcHByKJSkAAMqy4OBgBQcHKysrS3Fxcfryyy8VGBionJwc9e7dW3379pW/v78qVapk6VQBALCoiRMn3nLDypLk4uKilJQUs7aUlBRVq1ZNlSpVkq2trWxtbfONcXFxKXBce3t72dvbl0jOAADgzhR6hndYWJjCwsJkMBg0fvx403lYWJhefvllBQUFycvLqwRTBQCgbLG3t1evXr304Ycf6uzZs/rqq69Up04djR8/XjVr1tRjjz3Ghs4AgLvawoULdeXKFdP53LlzS3W9ax8fH8XFxZm1xcbGysfHR9Kfm017e3ubxeTm5iouLs4UAwAAypdCz/Det2+fpD9neP/000+ys7MzXbOzs5Onp6dee+214s8QAIByol27dmrXrp3+/e9/69ixY/rqq6+UlJRk6bQAALCY06dPKycnx3Q+btw49erVS9WqVbut8S5duqSjR4+azo8fP679+/erRo0aqlevnsLDw3XmzBktXbpUkvTCCy9o7ty5Gjt2rIYMGaLvvvtOK1eu1Pr1601jhIWFKTg4WK1bt1bbtm01e/ZsZWZmKiQk5DbvGgAAWFKhC96bN2+WJIWEhGjOnDm3/Q8UAACsxalTp2QwGFS3bl1J0q5duxQdHa2mTZtqxIgReuWVVyycIQAAZcudrum9e/dude3a1XQeFhYm6c/lxqKiopSUlKTExETTdQ8PD61fv16vvPKK5syZo7p16+rjjz+Wv7+/KSYoKEjnz5/XhAkTlJycLC8vL8XExOTZyBIAAJQPRV7De/HixSWRBwAA5c7TTz+tESNG6LnnnlNycrL8/PzUvHlzLVu2TMnJyZowYYKlUwQAwKr4+vretGgeFRWVb58bv1guSGhoqEJDQ+80PQAAUAYUueAt/fmt+sqVK5WYmKjs7Gyza2vWrCmWxAAAKOsOHjyotm3bSpJWrlypFi1aaPv27fr222/1wgsvUPAGAEDSxx9/bNq48vr164qKipKTk5NZzEsvvWSJ1AAAgBUqcsF7+fLlGjRokPz9/fXtt9+qe/fu+vXXX5WSkqLHH3+8JHIEAKBMunbtmuzt7SVJmzZtUt++fSVJTZo0Ye1uAAAk1atXTx999JHp3MXFRZ988olZjMFgoOANAACKTZEL3u+8845mzZqlUaNGqWrVqpozZ448PDz0/PPPq06dOiWRIwAAZVKzZs0UGRmp3r17KzY2VlOmTJEknT17VjVr1rRwdgAAWN6JEycsnQIAALjL2BS1w7Fjx9S7d29Jkp2dnTIzM2UwGPTKK69owYIFxZ4gAABl1bRp0/Thhx/K19dXAwcOlKenpyTpq6++Mi11AgDA3eyRRx5RWlqapdMAAAB3kSLP8K5evbr++OMPSdJ9992ngwcPqkWLFkpLS9Ply5eLPUEAAMoqX19fpaamKiMjQ9WrVze1jxgxQpUrV7ZgZgAAlA3x8fF59n0CAAAoSUUueHfu3FmxsbFq0aKFAgMD9fLLL+u7775TbGysHn300ZLIEQCAMsvW1tas2C1J7u7ulkkGAAAAAIC7XJEL3nPnztXVq1clSW+++aYqVqyoHTt26IknntBbb71V7AkCAFCW9OjRQ5MmTdLDDz9807g//vhD//3vf3XPPfdo1KhRpZQdAABlz6FDh5ScnHzTmJYtW5ZSNgAAwNoVueBdo0YN03/b2NjojTfekCRdvnxZ+/fvV/v27YsvOwAAypjAwEA98cQTcnR0VJ8+fdS6dWu5urrKwcFBv//+uw4dOqRt27Zpw4YN6t27t9577z1LpwwAgEU9+uijMhqNedoNBoOMRqMMBoNycnIskBkAALBGRS54F+S3335Tp06d+IcKAMCqDR06VM8++6xWrVqlFStWaMGCBUpPT5f05wf3pk2byt/fXz/++KMefPBBC2cLAIDl/fDDD6pVq5al0wAAAHeJYit4AwBwt7C3t9ezzz6rZ599VpKUnp6uK1euqGbNmqpYsaKFswMAoGypV6+eateubek0AADAXYKCNwAAd8jR0VGOjo6WTgMAAAAAgLuejaUTAAAAAABYpy5duig7O9vSaQAAgLtIoQveX3311U2P+Pj4EkwTAADrN2/ePLm7u8vBwUHt2rXTrl27bhq/atUqNWnSRA4ODmrRooU2bNhgdn3SpElq0qSJqlSpourVq8vPz08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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "metrics_df = pd.read_csv(\"../out/metrics_new.csv\")\n", + "plot_metrics(metrics_df)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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oEhIS9NNPP6l+/fpq2LChrcsBAKsj54CiLcsXFrW3t5e3t7e6d++uvn37yt/fP1sNdEmaO3eu4uPj1b59e1WuXNl0W7FihWnMiRMndObMGdP91q1ba9myZZo3b56aN2+uVatWae3atRlejBRAwdSkSRP9888/euihh9S9e3ddvXpVTz75pP744w/Vrl3b1uUBgNWRewAKit69e+vDDz+UJF2/fl0tW7ZU79691axZM3311Vc2rg4Aco6cA3CnTB+JnhsMw7jnmKioqDTLevXqpV69euVCRQDyk82bN+vhhx/Wm2++meaxOXPmaNiwYTaoCgByD7kHoKDYunWrKavWrFkjwzAUFxenJUuWaOLEierZs6eNKwSAnCHnANwpy0eiA0BeefLJJxUdHZ1m+fvvv6+wsDAbVAQAuYvcA1BQxMfHq1y5cpKk9evXq2fPnipRooS6du2qQ4cO2bg6AMg5cg7AnWiiA8i3pk6dqi5duujAgQOmZdOnT9fYsWP13Xff2bAyAMgd5B6AgsLT01M7duzQ1atXtX79enXq1EmSdOnSJTk7O9u4OgDIOXIOwJ1sOp0LAGRk8ODBunjxovz9/bV9+3atWLFCkyZN0vfff68HH3zQ1uUBgNWRewAKihEjRujpp5+Wq6uratSoofbt20u6Pf1B06ZNbVscAFgBOQfgTlluoi9atEh9+vRRiRIlcqMeADDz2muv6cKFC2rZsqWSk5O1YcMGPfDAA7YuCwByDbkHoCB48cUX5evrqxMnTqhjx46yt799knOtWrU0ceJEG1cHADlHzgG4U5ab6KNHj9bw4cPVq1cvDRo0SK1bt86NugAUUR988EGaZVWrVlWJEiXUtm1b/frrr/r1118lSS+//HJelwcAVpebuTdnzhxNnTpVMTExat68uWbPnq1WrVqlO3b16tWaNGmSDh8+rJs3b6pu3bp65ZVX9Mwzz2T9SQEoEnx8fOTj42O2rGvXrjaqBgCsj5wDkCrLTfRTp07p22+/1eLFi9W+fXvVqlVLwcHBCgoKkoeHR27UCKAImTlzZrrLHRwc9PPPP+vnn3+WJNnZ2dFEB1Ao5FburVixQqGhoYqIiJCvr69mzZqlgIAAHTx4UO7u7mnGlytXTm+++aYaNGggR0dHrVu3TsHBwXJ3d1dAQED2nhyAQmXy5MkaPny4XFxc7jl2165dOn/+PM0mAAUKOQfAkiw30YsVK6YnnnhCTzzxhGJjY/X5559ryZIleuutt9S5c2cNGjRI3bp1M53mAgBZcfToUVuXAAB5Krdyb8aMGRoyZIiCg4MlSREREfruu++0cOFCjR49Os341Hk+Uw0fPlxLlizR9u3baaIDkCTt379f1atXV69evdStWze1bNlSFStWlCTdunVL+/fv1/bt2/X555/r9OnT+vTTT21cMQBkDTkHwJIcdborVaqkhx56SH5+frK3t9dff/2loKAg1a5dW1FRUVYqEQAkwzBkGIatywCAPJOT3EtKSlJ0dLT8/f1Ny+zt7eXv768dO3Zkat+RkZE6ePCg2rZtm+6YxMREJSQkmN0AFG6ffvqpNm3apJs3b6p///7y8PCQo6OjSpUqJScnJ7Vo0UILFy5UYGCgDhw4YDE/ACC/IucAWJKtJnpsbKymTZumxo0bq3379kpISNC6det09OhRnTp1Sr1791ZQUJC1awVQBH366adq2rSpXFxc5OLiombNmumzzz6zdVkAkGuskXvnz59XcnKyKlWqZLa8UqVKiomJsbhefHy8XF1d5ejoqK5du2r27Nnq2LFjumPDw8Pl5uZmunl6emapRgAFU/PmzfXJJ5/owoULio6O1sqVK/XJJ59ow4YNio2N1e+//67nn39ezs7Oti4VALKFnAOQnixP59KtWzdt2LBB9erV05AhQxQYGKhy5cqZHi9ZsqReeeUVTZ061aqFAih6ZsyYobfeekshISF68MEHJUnbt2/X888/r/Pnz2vkyJE2rhA2taxPztbvv8I6dQBWZOvcK1WqlPbs2aMrV64oMjJSoaGhqlWrVpqpXiQpLCxMoaGhpvsJCQk00oEixN7eXt7e3vL29rZ1KQCQK8g5AHfKchPd3d1dW7ZskZ+fn8UxFStWZF5jADk2e/ZszZ07V4GBgaZljz/+uBo3bqy3336bJjqAQsdauVehQgU5ODgoNjbWbHlsbGyGF4K3t7dXnTp1JEne3t76+++/FR4enm4T3cnJSU5OTpmqBwAAAAAKsiw30RcsWHDPMXZ2dqpRo0a2CoIN5fSoTokjO2FVZ86cUevWrdMsb926tc6cOWODigAgd1kr9xwdHeXj46PIyEj16NFDkpSSkqLIyEiFhIRkejspKSlKTEzM9HgAAJD/DVr8W47WXzDwfitVAgAFR5bnRH/55Zf1wQcfpFn+4YcfasSIEdaoCQAkSXXq1NGXX36ZZvmKFStUt25dG1QEALnLmrkXGhqqTz75REuWLNHff/+tF154QVevXlVwcLAkKTAwUGFhYabx4eHh2rhxo/7991/9/fffmj59uj777DMNGDAgZ08KAAAAAAq4LB+J/tVXX+mbb75Js7x169aaPHmyZs2aZY26gLzBnMr52vjx49WnTx9t3brVNDfwzz//rMjIyHSbTABQ0Fkz9/r06aNz585p7NixiomJkbe3t9avX2+62OiJEydkb/9/x1NcvXpVL774ov777z+5uLioQYMG+vzzz9WnjxXOVAMAACii5s6dq7lz5+rYsWOSpMaNG2vs2LHq0qWLbQsDkCVZPhL9woULcnNzS7O8dOnSOn/+vFWKAgBJ6tmzp3bt2qUKFSpo7dq1Wrt2rSpUqKBff/1VTzzxhK3LAwCrs3buhYSE6Pjx40pMTNSuXbvk6+treiwqKkqLFy823Z84caIOHTqk69ev6+LFi/rll19ooANIw8HBQWfPnrX6dufMmSMvLy85OzvL19dXv/76a4bj4+LiNGzYMFWuXFlOTk6qV6+evv/+e6vXBaDosXbOVatWTZMnT1Z0dLR+//13PfLII+revbv27dtntX0AyH1ZPhK9Tp06Wr9+fZr5NH/44QfVqlXLaoUBgCT5+Pjo888/t3UZAJBnyD0A+ZlhGFbf5ooVKxQaGqqIiAj5+vpq1qxZCggI0MGDB+Xu7p5mfFJSkjp27Ch3d3etWrVKVatW1fHjx1WmTBmr1wag6LF2znXr1s3s/rvvvqu5c+dq586daty4sVX3BSD3ZLmJHhoaqpCQEJ07d06PPPKIJCkyMlLTp09nKhcAVuXg4KAzZ86k+ePpwoULcnd3V3Jyso0qA4DcQe4BKIpmzJihIUOGmK7ZEBERoe+++04LFy7U6NGj04xfuHCh6YyZ4sWLS5K8vLzysmQAyJbk5GStXLlSV69elZ+fX7pjEhMTzS7snpCQkFflAchAlpvozz77rBITE/Xuu+/qnXfekXT7A8vcuXMVGBho9QIBFF2WjgBITEyUo6NjHlcDALmP3ANQEMyfP1+urq4Zjnn55Zczta2kpCRFR0ebXejY3t5e/v7+2rFjR7rrfPPNN/Lz89OwYcP09ddfq2LFiurfv79ef/11OTg4pLsOTSkAWWHNnJOkv/76S35+frpx44ZcXV21Zs0aNWrUKN2x4eHhGj9+fJbqBZD7stxEl6QXXnhBL7zwgs6dOycXF5d7BgsAZMUHH3wgSbKzs0vz4SU5OVlbt25VgwYNbFUeAFgduQegIImIiLDYrJZuZ1lmm0vnz59XcnKy6aLHqSpVqqQDBw6ku86///6rn376SU8//bS+//57HT58WC+++KJu3rypcePGpbsOTSkAWWHNnJOk+vXra8+ePYqPj9eqVasUFBSkLVu2pNtIDwsLU2hoqOl+QkKCPD09s/YEAFhdtproqSpWrGitOgDAZObMmZJuH5F594cXR0dHeXl5KSIiwlblAYDVkXsACpLff/893bnK80pKSorc3d01b948OTg4yMfHR6dOndLUqVMtNtFpSgHICmvnnKOjo+rUqSPp9vVvfvvtN73//vv6+OOP04x1cnKSk5OT1fYNwDqy3ESPjY3VqFGjFBkZqbNnz6Y57Zi5OgHk1NGjRyVJDz/8sFavXq2yZcvauCIAyF3kHoCCws7Ozqrbq1ChghwcHBQbG2u2PDY2Vh4eHumuU7lyZRUvXtzsC8eGDRsqJiZGSUlJ6U5/RVMKQGZZO+fSk5KSYjbFFID8L8tN9IEDB+rEiRN66623VLly5TwJF6Co2nMyLkfre1ulirzXtm1bde/eXR9//DGNJABFArkHoKCwdO2G7HJ0dJSPj48iIyPVo0cPSbebS5GRkQoJCUl3nQcffFDLli1TSkqK7O3tJUn//POPKleuzPUjAOSYtXMuLCxMXbp0UfXq1XX58mUtW7ZMUVFR2rBhg1X3AyB3ZbmJvn37dm3btk3e3t65UE4ht6xPztbvv8I6dQD53KBBg/TNN9/o7bffVrVq1fT444/r8ccfV+vWrfniDkChRO4BKCjGjRtn9WtihYaGKigoSC1btlSrVq00a9YsXb16VcHBwZKkwMBAVa1aVeHh4ZJuX6Prww8/1PDhw/XSSy/p0KFDmjRpUpbmJwYAS6ydc2fPnlVgYKDOnDkjNzc3NWvWTBs2bFDHjh2ttg8Auc8+qyt4enpa/Vs5ALhTUFCQvvrqK50/f17Tp09XXFycevXqJQ8PDz377LNau3atrl+/busyAcBqyD0ABcWCBQvM8ujDDz9UQkJCjrbZp08fTZs2TWPHjpW3t7f27Nmj9evXmy42euLECZ05c8Y03tPTUxs2bNBvv/2mZs2a6eWXX9bw4cM1evToHNUBAJL1c27BggU6duyYEhMTdfbsWW3atIkGOlAAZbmJPmvWLI0ePVrHjh3LhXIA4P84OTnp0Ucf1ccff6zTp0/rm2++UeXKlfXWW2+pfPnyeuyxx/Tzzz/bukwAsBpyD0B+999//5ldB+uNN97Q+fPnc7zdkJA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9FRoaqh07dlht+/bbb6tnz55q0KCB6tSpo5CQEP3nP/+pyHQAuLHAwEBlZGQoPz9fqampGjBggCTp119/lbe3t4OjA4CKI88B+Cu2cwHg0p544gn9/PPP6tmzpwoLC7Vp0yZdd9115RorLi7O6vYtJe1bN2zYMA0bNqzM41vbBx0A/speeW3NmjWKj49XUlKSQkNDNX/+fEVGRurAgQPy9fUt1r5Ro0Z6+umn1b59e3l5eem9995TbGysfH19FRkZaY+pAXAjEyZM0N133626deuqRYsW6tevn6TL2x906dLFscEBgB2Q5wD8lc1F9JUrVyo6Olq1a9eujHgAoFT/+te/ip1r2rSpateurRtvvFE7duwwr7R85JFHqjo8ALBZZeW1uXPnauzYseZtqZKSkvT+++9rxYoVeuqpp4q1/+MXwz+MHz9eq1at0tatWymiAyjmoYceUmhoqI4dO6abbrpJHh6Xv+TcqlUrPfvssw6ODgAqjjwH4K9sLqI/9dRTGj9+vIYNG6bRo0crPDy8MuICgBLNmzevxPOenp767LPP9Nlnn0mSDAYDRXQALqEy8trFixe1a9cui3s5eHh4KCIiQhkZGVftbzKZ9NFHH+nAgQOaNWtWmV4TQPXTo0ePYjdCHjx4sIOiAQD7I88B+IPNRfQTJ07o3XffVXJysvr166dWrVopNjZWI0eOlL+/f2XECABmhw8fdnQIgFvIPH6mQv1D7BIFpMrJa6dPn1ZhYaH5vg5/8PPzs7hp6ZVyc3PVtGlTFRQUyNPTUy+//LJuuummEtsWFBSooKDA/DgvL88+wQNwWi+88ILGjx+vWrVqXbXt9u3bdfr0aYpNAFwKeQ6ANTbfWLRGjRq67bbbtGHDBh0/flxjx47V66+/rubNm2vIkCHasGGDioqKKiNWALDKZDLJZDI5OgwAsBtH5LV69eopMzNTX3zxhZ577jnFx8eXeE8ISUpMTJSPj4/5CAwMrNJYAVS9b7/9Vs2bN9dDDz2kDz74QKdOnTI/9/vvv+vrr7/Wyy+/rPDwcEVHR6tevXoOjBYAbEeeA2BNhW4s6ufnp+uvv17fffedvvvuO+3Zs0cjR45Uw4YNtXLlymJ7awKAvb366quaPXu2vv/+e0lS27ZtNXHiRN17770OjgyV7eGcyRUcYVOljgeUlz3yWuPGjeXp6amcnByL8zk5OaV+c9DDw0OtW7eWJIWEhGjfvn1KTEws8ZouISFB8fHx5sd5eXkU0gE39+qrr+qrr77SwoULdddddykvL0+enp4yGo06d+6cJKlbt24aM2aMRo0aJW9v7zKNu2XLFs2ePVu7du1SVlaW1q1bp6ioKKvt09PT1b9//2Lns7Ky+HY0gAqprDwHwPWVq4iek5Oj//znP1q5cqV++OEHRUVF6b333lNERITy8/M1Y8YMjRw5UkePHrV3vABgNnfuXD3zzDOKi4tTnz59JElbt27VAw88oNOnT+vRRx91cIQAYBt75TUvLy/16NFDaWlp5kJUUVGR0tLSFBcXV+Z4ioqKLLZs+Suj0Sij0VjmsQC4h+DgYC1btkxLlizR119/raNHj+r8+fNq3LixQkJC1LhxY5vHzM/PV3BwsO677z7dfvvtZe534MAB1a9f3/zY19fX5tcGgCtVRp4D4PpsLqLfeuut2rRpk9q2bauxY8cqJiZGjRo1Mj9fp04dPfbYY5o9e7ZdAwWAK/373//W4sWLFRMTYz43ZMgQderUSdOmTaOIDsDl2DOvxcfHa+TIkerZs6d69+6t+fPnKz8/X7GxsZKkmJgYNW3aVImJiZIub8/Ss2dP/e1vf1NBQYE2btyo//znP1q8eLF9JwnALXh4eCgkJEQhISEVHmvQoEEaNGiQzf18fX3VoEGDCr8+AJTEnnkOgOuzuYju6+urTz75RGFhYVbbXHvttdz8D0Cly8rKUnh4eLHz4eHhysrKckBEAFAx9sxr0dHROnXqlKZMmaLs7GyFhIQoNTXVfLPRY8eOycPjz9vj5Ofn66GHHtKPP/6oWrVqqX379nrttdcUHR1dsUkBQCUJCQlRQUGBOnfurGnTppm/wQMAAGBvNhfRly9fftU2BoNBLVq0KFdAAFBWrVu31htvvKFJkyZZnF+zZo3atGnjoKgAoPzsndfi4uKsbt9y5Q1Dn332WT377LM2vwYAVLWAgAAlJSWpZ8+eKigo0CuvvKJ+/fpp+/bt6t69e4l9CgoKLLanysvLq6pwAQCAG7C5iP7II4+odevWeuSRRyzOL1y4UAcPHtT8+fPtFRsAlGr69OmKjo7Wli1bzCuPPvvsM6WlpemNN95wcHQAYDvyGgBcXbt27dSuXTvz4/DwcB06dEjz5s3Tf/7znxL7JCYmavr06VUVIgAAcDMeV29i6a233irxa3Lh4eF688037RIUAJTFHXfcoe3bt6tx48Zav3691q9fr8aNG2vHjh267bbbHB0eANiMvAYA5dO7d28dPHjQ6vMJCQnKzc01H8ePH6/C6AAAgKuzeSX6zz//LB8fn2Ln69evr9OnT9slKAAoqx49eui1115zdBgAYDfkNQDOzNPTU1lZWfL19XV0KBYyMzMVEBBg9Xmj0Sij0ViFEcEspYL31rhrjX3iAMrIWfMcAMeyuYjeunVrpaamFttf84MPPlCrVq3sFhhQJZz8gi7z+JkK9Q+xSxTOy9rFzc8//yxfX18VFhY6KDIAKB/yGgBnZzKZ7D7m2bNnLVaRHz58WJmZmWrUqJGaN2+uhIQEnThxQq+++qokaf78+WrZsqU6deqkCxcu6JVXXtFHH32k//3vf3aPDUD1Uxl5DoDrs7mIHh8fr7i4OJ06dUp///vfJUlpaWmaM2cO+6EDqFLWLm4KCgrk5eVVxdEAQMWR1wBURzt37lT//v3Nj+Pj4yVJI0eOVHJysrKysnTs2DHz8xcvXtRjjz2mEydOqHbt2uratas+/PBDizEAAADsyeYi+n333aeCggI999xzmjlzpiQpKChIixcvVkxMjN0DBIAr/etf/5IkGQwGvfLKK6pbt675ucLCQm3ZskXt27d3VHgAYDPyGgBXcmWeKskjjzxS5vH69etX6srP5ORki8dPPPGEnnjiiTKPDwC2sneeA+D6bC6iS9KDDz6oBx98UKdOnVKtWrWumlgAwJ7mzZsn6fKKzaSkJHl6epqf8/LyUlBQkJKSkhwVHgDYjLwGwJVcmaeuZDAYKC4BcGnkOQBXKlcR/Q/XXnutveIAgDI7fPiwJKl///56++231bBhQwdHBAAVQ14D4Ep27tzJDfcAuDXyHIAredjaIScnR/fee6+aNGmiGjVqyNPT0+IAgMp24403as6cOVqyZAmFJgBugbwGwFUYDAZHhwAAlYo8B6AkNq9EHzVqlI4dO6ZnnnlGAQEBJBcAVW706NF65513NG3aNDVr1kxDhgzRkCFDFB4eTk4C4JLIawBcRWl7lwOAOyDPASiJzUX0rVu36tNPP1VISEglhAMAVzdy5EiNHDlSBQUFSktL04YNGzRs2DAVFhZq8ODBGjJkiCIjI1WrVi1HhwpUGw/nTLbDKJvsMIZrIq8BcBVTp07lnlgA3Bp5DkBJbC6iBwYG8lc5AE7BaDTq5ptv1s0336wlS5Zo+/bteuedd/TMM8/orrvu0t///nclJCSoT58+jg4VQDlUvDDvekV58hoAZ7d8+XLFxcWpdu3akqSFCxcqJiZG9evXd3BkAGAf5DkAJbG5iD5//nw99dRTWrJkiYKCgiohJAAon9DQUIWGhuq5557ToUOH9M477ygrK8vRYbms6ljABJwNeQ2As/nxxx9VWFhofjxp0iTdfPPNFJcAuA3yHICS2FxEj46O1rlz5/S3v/1NtWvXVs2aNS2e/+WXX+wWHACU5vjx4zIYDGrWrJkkaceOHUpJSVHHjh11//3369FHH3VwhABgG/IaAFfDt5QBuDvyHACpnCvRAcAZ3HXXXbr//vt17733Kjs7WxEREercubNef/11ZWdna8qUKY4OEX/Bynbg6shrAAAAAOB8bC6ijxw5sjLiAMok8/iZCvUPsUsUcBZ79+5V7969JUlvvPGGunTpos8++0z/+9//9MADD1BsAuByyGsAXMErr7xivune77//ruTkZDVu3NiizSOPPOKI0ADALshzAK5kcxFdkg4dOqSVK1fq0KFDWrBggXx9ffXBBx+oefPm6tSpk71jBIASXbp0SUajUZL04YcfasiQIZKk9u3bs2cwAJdEXgPg7Jo3b65ly5aZH/v7++s///mPRRuDwUBxCYDLIs8BKInNRfRPPvlEgwYNUp8+fbRlyxY999xz8vX11VdffaXly5frzTffrIw4UQJWZaO669Spk5KSkjR48GBt3rxZM2fOlCT99NNPuuaaaxwcHQDYjrwGwNkdOXLE0SEAQKUizwEoic1F9KeeekrPPvus4uPjVa9ePfP5v//971q4cKFdgwOA0syaNUu33XabZs+erZEjRyo4OFiS9M4775i3QwAchT3gUR7kNQDO7u9//7vefvttNWjQwNGhAEClIM8BKInNRfQ9e/YoJSWl2HlfX1+dPn3aLkEBQFn069dPp0+fVl5enho2bGg+f//996t27doOjAwAyoe8BsDZpaen6+LFi44OAwAqDXkOQElsLqI3aNBAWVlZatmypcX5L7/8Uk2bNrVbYABQFp6enhaFJkkKCgpyTDAAYAfkNQAAAABwLjYX0YcPH64nn3xSa9eulcFgUFFRkT777DM9/vjjiomJqYwYAcBs4MCBmjZtmq677rpS2/322296+eWXVbduXY0bN66KogMA25HXALiab7/9VtnZ2aW26dq1axVFAwD2R54DcCWbi+jPP/+8xo0bp8DAQBUWFqpjx44qLCzUXXfdpcmTK7r/KwCUbtiwYbrjjjvk4+OjW2+9VT179lSTJk3k7e2tX3/9Vd9++622bt2qjRs3avDgwZo9e7ajQwaAUpH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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "metrics_df = pd.read_csv(\"../out/metrics_short.csv\")\n", + "plot_metrics(metrics_df)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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qquk4ceJEgV4fQMljrZwGAAAAALCuPC3ncqutW7fqlVdekSStW7dORqNRFy5c0MqVKzVjxgw9+uijVg8SAHJy9epVLVmyRF9//bXatGmj8uXLmz0/b968PI3j5OSkDh06KD4+XgMGDJAkZWVlKT4+XmFhYQWKraBjOjs7y9nZuUCvCaBks1ZOAwAUc7GDC9d/6BrrxAEAAPIs30X01NRUVa9eXZIUFxenRx99VBUrVlTfvn310ksvWT1AALDkp59+Utu2bSVJ+/fvN3suvxvyhYeHKzg4WB07dlTnzp0VFRWl9PR0hYSESJKCgoJUt25dRUZGSrqx7MKBAwdMfz558qSSkpJUuXJlNWrUKE9jAsCtrJnTAAAAAADWk+8iupeXl3bs2KHq1asrLi5Oq1evliSdP39eLi4uVg8QACz59ttvrTbW4MGD9ddff2ny5MlKTk5W27ZtFRcXZ9oY9Pjx43Jw+L8VsE6dOqV27dqZHs+ZM0dz5sxRt27dTBsi32lMALiVNXMaAAAAAMB68l1EHzt2rIYNG6bKlSurQYMG6t69u6Qby7y0bt3a2vEBwB0dOXJEv/32m+677z5VqFBBRqOxQLM2w8LCLC61crMwfpO3t7eMRmOhxgSAnFgrpwEAAAAArCPfRfRnn31Wfn5+On78uHr27GmamdmwYUPNmDHD6gECgCXnzp3TY489pm+//VYGg0G//vqrGjZsqBEjRqhatWqaO3euvUMEgDwjpwEoTq5fv67k5GRdvnxZtWrVMi3pCQBlCbkQwE0Od26SXYcOHTRw4EBVrlzZdK5v377q2rWr1QIDgDsZN26cypcvr+PHj6tixYqm84MHD1ZcXJwdIwOA/COnAbC3ixcvavHixerWrZtcXV3l7e2t5s2bq1atWmrQoIFGjRqlXbt22TtMALApciGAnOSpiD5z5kxduXIlTwP++OOP+vLLLwsVFADkxX//+1/NmjVL9erVMzvfuHFj/fHHH3aKCgAKhpwGwJ7mzZsnb29vrVixQgEBAVq/fr2SkpJ0+PBh7dixQ1OmTNE///yjXr16qXfv3vr111/tHTIAWB25EIAleVrO5cCBA6pfv74GDRqkfv36qWPHjqpVq5Yk6Z9//tGBAwe0bds2vf/++zp16pRWrVpl06ABQJLS09PNZmve9Pfff8vZ2dkOEQFAwZHTANjTrl27tHXrVrVs2TLH5zt37qynnnpK0dHRWrFihb777js1bty4iKMEANsiFwKwJE9F9FWrVul///ufFi5cqKFDhyotLU2Ojo5ydnbW5cuXJUnt2rXTyJEjNXz4cLm4uNg0aACQpHvvvVerVq3S9OnTJUkGg0FZWVl688031aNHDztHBwD5Q04DYE8ffvhhnto5Oztr9OjRNo4GAOyDXAjAkjxvLOrr66ulS5fqnXfe0U8//aQ//vhDV65cUc2aNdW2bVvVrFnTlnECQDZvvvmmHnjgAe3evVvXrl3T+PHj9fPPP+vvv//W999/b+/wACBfyGkAiqu0tDR98803atq0qZo3b27vcADALsiFQNmW5yL6TQ4ODmrbtq3atm1rg3AAIO9atWqlw4cPa+HChapSpYouXbqkRx55RKGhofL09LR3eACQL+Q0AMXFY489pvvuu09hYWG6cuWKOnbsqGPHjsloNGr16tV69NFH7R0iANgcuRDArfJdRAeA4uLbb79Vjx499Morr2R7btGiRQoNDbVDVABQMOQ0AMXF1q1bTblo3bp1MhqNunDhglauXKkZM2ZQOAJQJpALAdzKwd4BAEBBPfLII0pMTMx2fsGCBYqIiLBDRABQcOQ0AMVFamqqqlevLkmKi4vTo48+qooVK6pv37769ddf7RwdABQNciGAW1FEB1BizZ49W3369NHBgwdN5+bOnavJkyfryy+/tGNkAJB/5DQAxYWXl5d27Nih9PR0xcXFqVevXpKk8+fPy8XFxc7RAUDRIBcCuBXLuQAosUaOHKm///5bAQEB2rZtm9asWaM33nhDGzduVNeuXe0dHgDkCzkN9jQiZleh+i8b3slKkaA4GDt2rIYNG6bKlSurQYMG6t69u6QbSxu0bt3avsEBQBEhFwK4Vb6L6CtWrNDgwYNVsWJFW8QDAPkyfvx4nTt3Th07dlRmZqY2bdqku+++295hAUCBkNMAFAfPPvus/Pz8dPz4cfXs2VMODjc+wNywYUPNmDHDztEBQNEgFwK4Vb6L6BMmTNCYMWM0aNAgjRgxQl26dLFFXACQo7feeivbubp166pixYq67777tHPnTu3cuVOS9Pzzzxd1eACQL+Q0AMVVhw4d1KFDB7Nzffv2tVM0AGAf5EIAN+W7iH7y5El9/vnniomJUffu3dWwYUOFhIQoODhYHh4etogRAEzmz5+f43lHR0d9//33+v777yVJBoOBghOAYo+cBqC4mDlzpsaMGaMKFSrcse2PP/6os2fPUkgCUOqQCwFYku8ierly5TRw4EANHDhQKSkpev/997Vy5Uq9+uqr6t27t0aMGKF+/fqZPuYCANZ09OhRe4cAAFZDTgNQXBw4cED169fXoEGD1K9fP3Xs2FG1atWSJP3zzz86cOCAtm3bpvfff1+nTp3SqlWr7BwxAFgfuRCAJYWqdNeuXVv33HOP/P395eDgoH379ik4OFh33XWXEhISrBQiANyZ0WiU0Wi0dxgAYBXkNABFbdWqVfr66691/fp1DR06VB4eHnJyclKVKlXk7Oysdu3aafny5QoKCtLBgwd133332TtkALA6ciEASwpURE9JSdGcOXPUsmVLde/eXWlpafriiy909OhRnTx5Uo899piCg4OtHSsAZLNq1Sq1bt1aFSpUUIUKFdSmTRu999579g4LAAqEnAbAnnx9fbV06VKdO3dOiYmJWrt2rZYuXapNmzYpJSVFu3fv1ujRo+Xi4mLvUAHAZsiFAHKS7+Vc+vXrp02bNqlJkyYaNWqUgoKCVL16ddPzlSpV0gsvvKDZs2dbNVAAuN28efP06quvKiwsTF27dpUkbdu2TaNHj9bZs2c1btw4O0cIAHlHTgNQXDg4OKht27Zq27atvUMBALshFwK4Vb6L6O7u7tqyZYv8/f0ttqlVqxZrfAKwubfffluLFy9WUFCQ6dzDDz+sli1b6rXXXqPgBKBEIacBAAAAQPGU7yL6smXL7tjGYDCoQYMGBQoIAPLq9OnT6tKlS7bzXbp00enTp+0QEQAUHDkNAAAAAIqnfK+J/vzzz+utt97Kdn7hwoUaO3asNWICgDxp1KiRPvroo2zn16xZo8aNG9shIgAoOHIaAAAAABRP+Z6J/sknn2jDhg3Zznfp0kUzZ85UVFSUNeICgDuaOnWqBg8erK1bt5rWD/7+++8VHx+fYyEKAIozchoAAAAAFE/5nol+7tw5ubm5ZTvv6uqqs2fPWiUoAMiLRx99VD/++KNq1qyp9evXa/369apZs6Z27typgQMH2js8AMgXchoAe3N0dNSZM2fsHQYA2BW5EEBO8j0TvVGjRoqLi1NYWJjZ+a+++koNGza0WmAAkBcdOnTQ+++/b+8wAMAqyGkA7MloNNo7BACwO3IhgJzku4geHh6usLAw/fXXX7r//vslSfHx8Zo7dy5LuQAoUo6Ojjp9+rTc3d3Nzp87d07u7u7KzMy0U2QAkH/kNAAAAAAonvJdRH/qqaeUkZGh119/XdOnT5ckeXt7a/HixQoKCrJ6gABgiaUZAhkZGXJyciriaACgcMhpAIqDd999V5UrV861zfPPP19E0QCAfZALAdwu30V0SXrmmWf0zDPP6K+//lKFChXumFgAwJreeustSZLBYMh2c5OZmamtW7eqWbNm9goPAPKFnAagOImOjpajo6PF5w0GA4UjAKUeuRDA7QpURL+pVq1a1ooDAPJs/vz5km7M2rz95sbJyUne3t6Kjo62V3gAkC/kNADFye7du7MtKwWUZiNidhWq/7LhnawUCYoTciGA2+W7iJ6SkqIXX3xR8fHxOnPmTLaPHrNeJwBbO3r0qCSpR48e+vTTT1WtWjU7RwQABUdOA1BcGAwGe4cAAHZHLgSQk3wX0YcPH67jx4/r1VdflaenJ8kFQJG777771L9/f73zzjsUmwCUeOQ0AMWFpb0ZAKAsIRcCyIlDfjts27ZNH3zwgZ555hkNGDBA/fv3NzsAwNZGjBih7du3q0OHDmrevLlefvllff/999zsACiRyGkAiospU6ZYfb+rrVu3ql+/fqpTp44MBoPWr19/xz4JCQlq3769nJ2d1ahRI8XExGRrs2jRInl7e8vFxUV+fn7auXOnVeMGUHbZIhcCKPnyXUT38vLihzoAdhUcHKxPPvlEZ8+e1dy5c3XhwgUNGjRIHh4eeuqpp7R+/XpduXLF3mECQJ7YKqflt8AUFRWlpk2bqkKFCvLy8tK4ceN09erVgl4WgBJo2bJlZvlm4cKFSktLK9SY6enp8vX11aJFi/LU/ujRo+rbt6969OihpKQkjR07ViNHjtSmTZtMbdasWaPw8HBNmTJFe/bska+vrwIDA3XmzJlCxQoAkm1yIYCSL99F9KioKE2YMEHHjh2zQTgAkHfOzs568MEH9c477+jUqVPasGGDPD099eqrr6pGjRp66KGH9P3339s7TADIE2vmtPwWmGJjYzVhwgRNmTJFv/zyi5YtW6Y1a9Zo4sSJ1rxEAMXcn3/+abbH1cSJE3X27NlCjdmnTx/NmDFDAwcOzFP76Oho+fj4aO7cuWrevLnCwsL0r3/9y7QJsyTNmzdPo0aNUkhIiFq0aKHo6GhVrFhRy5cvL1SsACDZJhcCKPnyXUQfPHiwEhISdNddd6lKlSqqXr262ZEfkZGR6tSpk6pUqSJ3d3cNGDBAhw4dumO/tWvXqlmzZnJxcVHr1q21cePG/F4GgFLIz89Pr7/+uvbt26d9+/bpgQce0OnTp+0dFgAUSGFyWn4LTNu3b1fXrl01dOhQeXt7q1evXhoyZAjLIwBlnD0+gbxjxw4FBASYnQsMDNSOHTskSdeuXVNiYqJZGwcHBwUEBJja5CQjI0NpaWlmBwDkRWFz4eLFi9WmTRu5urrK1dVV/v7++uqrr6wUHYCiku+NRaOioqz24lu2bFFoaKg6deqkf/75RxMnTlSvXr104MABVapUKcc+27dv15AhQxQZGamHHnpIsbGxGjBggPbs2aNWrVpZLTYAxd+JEydkMBhUr149SdLOnTsVGxurFi1a6Omnn9a4cePsHCEA5J21ctrNAlNERITp3J0KTF26dNH777+vnTt3qnPnzvr999+1ceNGPfnkk4W/MADIh+TkZNWuXdvsXO3atZWWlqYrV67o/PnzyszMzLHNwYMHLY4bGRmpqVOn2iRmAMhNvXr1NHPmTDVu3FhGo1ErV65U//79tXfvXrVs2dLe4eUudnDh+g9dY504gGIg30X04OBgq714XFyc2eOYmBi5u7srMTFR9913X459FixYoN69e+ull16SJE2fPl2bN2/WwoULFR0dbbXYABR/Q4cO1dNPP60nn3xSycnJCggIUKtWrfTBBx8oOTlZkydPtneIAJBn1sppZ8+ezXeBaejQoTp79qzuueceGY1G/fPPPxo9enSuy7lkZGQoIyPD9JhZnUDp8O6775o21Pvnn38UExOjmjVrmrV5/vnn7RFaoURERCg8PNz0OC0tTV5eXnaMCEBxZs1c2K9fP7PHr7/+uhYvXqwffvih+BfRAZjku4guSb/99ptWrFih3377TQsWLJC7u7u++uor1a9fv1AJIDU1VZJyXRZmx44dZjc/0o2P91na5Z0f8IDSa//+/ercubMk6aOPPlLr1q31/fff67///a9Gjx5NER1AiWLPnJaQkKA33nhD//nPf+Tn56cjR45ozJgxmj59ul599dUc+zCrEyXZiJhdheq/bHgnK0VSvNSvX19Lly41Pfbw8NB7771n1sZgMNi0iO7h4aGUlBSzcykpKXJ1dVWFChXk6OgoR0fHHNt4eHhYHNfZ2VnOzs42iRlA6WLLXJiZmam1a9cqPT1d/v7+hY4VQNHJdxF9y5Yt6tOnj7p27aqtW7fq9ddfl7u7u/73v/9p2bJl+vjjjwsUSFZWlsaOHauuXbvmuiyLpY/3JScn59ieH/CA//NcyqRCjrDJKnFYy/Xr100/DH399dd6+OGHJUnNmjUr0FroixYt0uzZs5WcnCxfX1+9/fbbpoJWTtauXatXX31Vx44dU+PGjTVr1iw9+OCDpucvXbqkCRMmaP369Tp37px8fHz0/PPPa/To0fmODUDpZ62cVrNmzXwXmF599VU9+eSTGjlypCSpdevWSk9P19NPP61XXnlFDg7Zt9FhVidQ+hw7dszeIcjf3z/bnlebN282FZucnJzUoUMHxcfHa8CAAZJu/CwZHx+vsLCwog4XQClki1y4b98++fv76+rVq6pcubLWrVunFi1a5NiWyaBA8ZTvjUUnTJigGTNmaPPmzXJycjKdv//++/XDDz8UOJDQ0FDt379fq1evLvAYOYmIiFBqaqrpOHHihFXHB2A/LVu2VHR0tL777jtt3rxZvXv3liSdOnVKNWrUyNdYa9asUXh4uKZMmaI9e/bI19dXgYGBOnPmTI7tb+7PMGLECO3du1cDBgzQgAEDtH//flOb8PBwxcXF6f3339cvv/yisWPHKiwsTBs2bCj4RQMotayV024tMN10s8BkacbT5cuXsxXKHR0dJVneTMvZ2dm0QdbNA0DJdv/99+vChQtWHfPSpUtKSkpSUlKSJOno0aNKSkrS8ePHJd34eS0oKMjUfvTo0fr99981fvx4HTx4UP/5z3/00Ucfme0LER4erqVLl2rlypX65Zdf9Mwzzyg9PV0hISFWjR1A2WSLXNi0aVMlJSXpxx9/1DPPPKPg4GAdOHAgx7aRkZFyc3MzHUxSAIqHfBfR9+3bp4EDB2Y77+7urrNnzxYoiLCwMH3xxRf69ttvTZtpWWLp432WZlbxAx5Qes2aNUvvvPOOunfvriFDhsjX11eStGHDhlxnkOdk3rx5GjVqlEJCQtSiRQtFR0erYsWKWr58eY7tb92foXnz5po+fbrat2+vhQsXmtps375dwcHB6t69u7y9vfX000/L19dXO3fuLPhFAyi1rJnT7lRgCgoKMtt4tF+/flq8eLFWr16to0ePavPmzXr11VfVr18/UzEdQOmXkJCga9euWXXM3bt3q127dmrXrp2kG/mpXbt2piWqTp8+bSqoS5KPj4++/PJLbd68Wb6+vpo7d67effddBQYGmtoMHjxYc+bM0eTJk9W2bVslJSUpLi4u2yeWAaAgbJELnZyc1KhRI3Xo0EGRkZHy9fXVggULcmzLZFCgeMr3ci5Vq1bV6dOn5ePjY3Z+7969qlu3br7GMhqNeu6557Ru3TolJCRkGzMn/v7+io+P19ixY03nbv14H4Cyo3v37jp79qzS0tJUrVo10/mnn35aFStWzPM4165dU2JiollBycHBQQEBAdqxY0eOffKyP0OXLl20YcMGPfXUU6pTp44SEhJ0+PBhzZ8/P8+xASg7rJXTpBsFpr/++kuTJ09WcnKy2rZta1ZgOn78uNnM80mTJslgMGjSpEk6efKkatWqpX79+un111+3zsUBKLO6d+9u8RMtkhQTE5Njn7179+Y6blhYGMu3ACixsrKyzJZsuRV7OADFU76L6I8//rhefvllrV27VgaDQVlZWfr+++/14osvmn0MLy9CQ0MVGxurzz77TFWqVDGta+7m5qYKFSpIujFTqm7duoqMjJQkjRkzRt26ddPcuXPVt29frV69Wrt379aSJUvyeykASgFHR0ezYpMkeXt752uMs2fPKjMzM8f9Fg4ePJhjn7zsz/D222/r6aefVr169VSuXDk5ODho6dKluu+++yzGwvp3QNlmjZx2U24FpoSEBLPH5cqV05QpUzRlypQCvRaA0uPAgQMW95u6qU2bNkUUDQDYhzVzYUREhPr06aP69evr4sWLio2NVUJCgjZtKl57jgHIXb6L6G+88YZCQ0Pl5eWlzMxMtWjRQpmZmRo6dKgmTcrfpoWLFy+WdGOmwa1WrFih4cOHS8o+U6pLly6KjY3VpEmTNHHiRDVu3Fjr16/PdTNSAKVH79699dprr+nuu+/Otd3Fixf1n//8R5UrV1ZoaGgRRWfu7bff1g8//KANGzaoQYMG2rp1q0JDQ1WnTh0FBATk2IfNkIGypSTlNABlwwMPPJDjzHGDwSCj0SiDwaDMzEw7RAYARceaufDMmTMKCgrS6dOn5ebmpjZt2mjTpk3q2bOntcMGYEP5LqI7OTlp6dKlmjx5svbt26dLly6pXbt2aty4cb5fPLeP9d10+0wpSRo0aJAGDRqU79crdWIHF67/0DXWiQMoQoMGDdKjjz4qNzc39evXTx07dlSdOnXk4uKi8+fP68CBA9q2bZs2btyovn37avbs2Xccs2bNmnJ0dMzXfgt32p/hypUrmjhxotatW6e+fftKujFTISkpSXPmzLFYRI+IiDBbJiYtLY2NZIBSzBY5DQAK48cff1StWrXsHQYA2JU1c+GyZcusMg4A+8p3EX3atGl68cUX5eXlZVbYuXLlimbPnm3aIAYAbGHEiBF64okntHbtWq1Zs0ZLlixRamqqpBuzAlq0aKHAwEDt2rVLzZs3z9OYTk5O6tChg+Lj4zVgwABJN9aoi4+Pt7gUwp32Z7h+/bquX79u9kka6cZSDVlZWRZjYf07oGyxRU4DgMKoX7++3N3d7R0GANgVuRDA7fJdRJ86dapGjx6dbYOry5cva+rUqRTRAdics7OznnjiCT3xxBOSpNTUVF25ckU1atRQ+fLlCzRmeHi4goOD1bFjR3Xu3FlRUVFKT09XSEiIpPzvz+Dq6qpu3brppZdeUoUKFdSgQQNt2bJFq1at0rx586zwVQBQWtgipwEAAAAArCffRfSbaz/d7n//+5+qV69ulaAAID/c3Nzk5uZWqDEGDx6sv/76S5MnT1ZycrLatm2ruLg40+ahBdmfYfXq1YqIiNCwYcP0999/q0GDBnr99dc1evToQsUKoHSzRk4DgILo1q2brl27Zu8wAMCuyIUAcpLnInq1atVkMBhkMBjUpEkTs0J6ZmamLl26RGEIQIkWFhZmcfmWguzP4OHhoRUrVlgrPAAAAJvaunWrnJyc7B0GANgVuRBATvJcRI+KipLRaNRTTz2lqVOnms2QcnJykre3t2ktYAAAAABAyWI0Gu0dAgDYHbkQQE7yXEQPDg6WJPn4+KhLly6s0QkAAAAApUxOS3cCQFlDLgRwu3yvid6tWzfTn69evZptnShXV9fCRwUAhZCZmamUlBTVqVPH3qEAQKGR0wAUpduX7szJ33//XUTRAIB9kAsB3C7fRfTLly9r/Pjx+uijj3Tu3Llsz2dmZlolMAAoqP3796t9+/bkIwClAjkNQFG6felOACiLyIUorp5LmVTIETZZJY6yKN9F9JdeeknffvutFi9erCeffFKLFi3SyZMn9c4772jmzJm2iBEAAAAAUAQef/xxubu72zsMALArciGA2+W7iP75559r1apV6t69u0JCQnTvvfeqUaNGatCggT744AMNGzbMFnECAAAAAGyINYABgFwIIGf5LqL//fffatiwoaQb65/fXAPqnnvu0TPPPGPd6IASho/VAAAAoKQyGo32DgEA7I5cCCAn+S6iN2zYUEePHlX9+vXVrFkzffTRR+rcubM+//xzVa1a1QYhAoC5n376KdfnDx06VESRAEDhkdMAFBdZWVn2DgEA7I5cCCAn+S6ih4SE6H//+5+6deumCRMmqF+/flq4cKGuX7+uefPm2SJGADDTtm1bGQyGHGcI3DzPR/AAlBTkNAAAAAAo3vJdRB83bpzpzwEBATp48KASExPVqFEjtWnTxqrBAUBOjh49au8QAMBqyGkAAAAAULzlu4h+uwY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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "metrics_df = pd.read_csv(\"../out/metrics_naive_fix.csv\")\n", + "plot_metrics(metrics_df)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_metrics(metrics_df):\n", + " # Recompute metrics based on the clarified definitions\n", + " metrics_df['itl'] = (metrics_df['last_token_time'] - metrics_df['first_scheduled_time']) / metrics_df['output_num_tokens']\n", + " metrics_df['ttft'] = metrics_df['first_scheduled_time'] - metrics_df['arrival_time']\n", + " metrics_df['total_latency'] = metrics_df['finished_time'] - metrics_df['arrival_time']\n", + "\n", + " # Group by LoRA policy, LoRA ID, num_iters_before_lora_reschedule, and max_loras\n", + " revised_grouped = metrics_df.groupby(\n", + " ['lora_policy', 'lora_id', 'num_iters_before_lora_reschedule', 'max_loras']\n", + " ).agg({\n", + " 'total_latency': ['mean', 'std'],\n", + " 'itl': ['mean', 'std'],\n", + " 'ttft': ['mean', 'std']\n", + " }).reset_index()\n", + "\n", + " # Simplify column names\n", + " revised_grouped.columns = [\n", + " 'lora_policy', 'lora_id', 'num_iters_before_lora_reschedule', 'max_loras',\n", + " 'latency_mean', 'latency_std',\n", + " 'itl_mean', 'itl_std',\n", + " 'ttft_mean', 'ttft_std'\n", + " ]\n", + "\n", + " # Unique combinations of num_iters_before_lora_reschedule and max_loras\n", + " unique_iters = revised_grouped['num_iters_before_lora_reschedule'].unique()\n", + " unique_max_loras = revised_grouped['max_loras'].unique()\n", + "\n", + " for max_loras in sorted(unique_max_loras):\n", + " # Filter by max_loras\n", + " max_loras_subset = revised_grouped[revised_grouped['max_loras'] == max_loras]\n", + "\n", + " fig, axs = plt.subplots(len(unique_iters), 3, figsize=(15, 5 * len(unique_iters)))\n", + " fig.suptitle(f\"Metrics for max_loras={max_loras}\", fontsize=16)\n", + "\n", + " for idx, num_iters in enumerate(sorted(unique_iters)):\n", + " # Filter by num_iters_before_lora_reschedule\n", + " subset = max_loras_subset[max_loras_subset['num_iters_before_lora_reschedule'] == num_iters]\n", + " naive_data = subset[subset['lora_policy'] == 'LoraPolicy.NAIVE']\n", + " rr_data = subset[subset['lora_policy'] == 'LoraPolicy.ROUND_ROBIN']\n", + "\n", + " # Total Latency\n", + " axs[idx, 0].bar(naive_data['lora_id'], naive_data['latency_mean'], label='NAIVE', alpha=0.7)\n", + " axs[idx, 0].bar(rr_data['lora_id'], rr_data['latency_mean'], label='ROUND_ROBIN', alpha=0.7)\n", + " axs[idx, 0].set_title(f\"Total Latency (num_iters={num_iters})\")\n", + " axs[idx, 0].set_xlabel(\"LoRA ID\")\n", + " axs[idx, 0].set_ylabel(\"Latency (s)\")\n", + " axs[idx, 0].legend()\n", + "\n", + " # ITL (Inter-Token Latency)\n", + " axs[idx, 1].bar(naive_data['lora_id'], naive_data['itl_mean'], label='NAIVE', alpha=0.7)\n", + " axs[idx, 1].bar(rr_data['lora_id'], rr_data['itl_mean'], label='ROUND_ROBIN', alpha=0.7)\n", + " axs[idx, 1].set_title(f\"ITL (Inter-Token Latency, num_iters={num_iters})\")\n", + " axs[idx, 1].set_xlabel(\"LoRA ID\")\n", + " axs[idx, 1].set_ylabel(\"ITL (s/token)\")\n", + " axs[idx, 1].legend()\n", + "\n", + " # TTFT (Time to First Token)\n", + " axs[idx, 2].bar(naive_data['lora_id'], naive_data['ttft_mean'], label='NAIVE', alpha=0.7)\n", + " axs[idx, 2].bar(rr_data['lora_id'], rr_data['ttft_mean'], label='ROUND_ROBIN', alpha=0.7)\n", + " axs[idx, 2].set_title(f\"TTFT (Time to First Token, num_iters={num_iters})\")\n", + " axs[idx, 2].set_xlabel(\"LoRA ID\")\n", + " axs[idx, 2].set_ylabel(\"TTFT (s)\")\n", + " axs[idx, 2].legend()\n", + "\n", + " plt.tight_layout(rect=[0, 0, 1, 0.95])\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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19dW6desUFBQk6fZ85uvWrVNoaKjVbfz9/bVu3ToNGTLEXLZmzRrzBXPPPvusWrZsabFNYGCgnn32WYWEhNiMxcXFRS4uLvd3QAAA5EDpTqJ/8803+v7771OUN2zYUB988AFJdAAAskinTp3066+/atKkSeYHf1WvXl3btm1T3bp17RscAACwm7CwMAUHB6tevXpq0KCBJk+erCtXrpgT3r1791apUqUUHh4uSRo8eLACAgI0YcIEtW3bVosWLdKOHTs0c+ZMSVKRIkVUpEgRi304OTnJy8tLVatWzd6DAwAgB0h3Ev38+fMqUKBAinIPDw+dO3cuU4ICAADW+fr66quvvrJ3GAAAIIMcHR11+vRpFStWLNPa7Natm86ePasRI0YoJiZGPj4+ioiIMD889MSJE3Jw+N9srg0bNtTChQv19ttva/jw4apSpYqWL1+uWrVqZVpMAADkJulOoleuXFkREREpbgtbtWqVKlasmGmBAQAAS7b+033+/HkVK1ZMiYmJdooMAACklWEYWdJuaGiozelbIiMjU5R16dJFXbp0SXP7x44dy2BkAAA8+NKdRA8LC1NoaKjOnj2r5s2bS5LWrVunCRMmMJULAABZyNZ/uhMSEuTs7JzN0QAAAAAA8HBIdxK9b9++SkhI0HvvvacxY8ZIksqXL6/PPvtMvXv3zvQAAQB42H388ceSJJPJpC+++EL58uUzr0tMTNTGjRtVrVo1e4UHAADS6e7+3JqXX345m6IBAAD3ku4kuiQ9//zzev7553X27Fm5ubnds/MHAAAZN2nSJEm3r0SfPn26HB0dzeucnZ1Vvnx5TZ8+3V7hAQCAdLq7P7+byWQiiQ4AQA6SoSR6sqJFi2ZWHAAAwIajR49Kkpo1a6Zvv/1WhQoVsnNEAADgfuzYsSNTHywKAACylsO9q1iKjY3Vs88+q5IlSypPnjxydHS0WAAAQOZq0qSJJkyYoBkzZpBABwDgAWcymewdAgAASKd0J9H79OmjXbt26Z133tGyZcv07bffWiwAACBz9evXT1FRUfL19VX16tX1xhtvaMuWLTYfNJpW06ZNU/ny5eXq6io/Pz9t27Yt1fpLly5VtWrV5OrqKm9vb61cudJm3UGDBslkMvHQcQAA7nK//TcAAMh+6Z7OZfPmzdq0aZN8fHyyIBwAAHC34OBgBQcHKyEhQevWrdOKFSvUpUsXJSYmqm3btmrfvr0CAwPl5uaW5jYXL16ssLAwTZ8+XX5+fpo8ebICAwN16NAhq7eXR0VFqUePHgoPD1e7du20cOFCBQUFadeuXapVq5ZF3e+++05bt25VyZIl7/vYAQDIbUaOHMlzxQAAeMCk+0r0MmXK8Ms5AAB24OLioieffFIzZszQqVOn9P3336tEiRJ65513VKRIEbVr105btmxJU1sTJ07UgAEDFBISoho1amj69Olyd3fX7NmzrdafMmWKWrduraFDh6p69eoaM2aMHn30UU2dOtWi3r///quXXnpJCxYskJOT030fMwAAuc2sWbN07do18+upU6cqPj7ejhEBAIB7SXcSffLkyXrzzTd17NixLAgHAACklZ+fn9577z39/vvv+v3339WiRQudPn36ntvduHFDO3fuVMuWLc1lDg4OatmypaKjo61uEx0dbVFfkgIDAy3qJyUl6dlnn9XQoUNVs2bNDB4VAAC52z///KPExETz6+HDh+vcuXN2jAgAANxLuqdz6datm65evapKlSrJ3d09xVVm//33X6YFBwAA/ufkyZMymUwqXbq0JGnbtm1auHChatSooYEDB+qVV15JUzvnzp1TYmKiihcvblFevHhxHTx40Oo2MTExVuvHxMSYX48bN0558uTRyy+/nKY4EhISlJCQYH7NVXgAgIcRd3oDAJDzpTuJzgPCAACwj549e2rgwIF69tlnFRMTo5YtW6pWrVpasGCBYmJiNGLECLvFtnPnTk2ZMkW7du2SyWRK0zbh4eEaNWpUFkcGAAAAAMD9SXcSPTg4OCviAAAA97Bv3z41aNBAkrRkyRJ5e3try5Yt+vnnnzVo0KA0J9E9PT3l6Oio2NhYi/LY2Fh5eXlZ3cbLyyvV+ps2bdKZM2dUtmxZ8/rExES9+uqrmjx5stVp4IYNG6awsDDz6/j4eJUpUyZNxwAAwIPsiy++MD9c9NatW5o7d648PT0t6qT1zi4AAJD10p1El6QjR45ozpw5OnLkiKZMmaJixYpp1apVKlu2LHOgAgCQRW7evCkXFxdJ0tq1a9W+fXtJUrVq1dI0F3oyZ2dn+fr6at26dQoKCpJ0ez7zdevWKTQ01Oo2/v7+WrdunYYMGWIuW7Nmjfz9/SVJzz77rNU505999lmFhIRYbdPFxcV8PAAAPCzKli2rzz//3Pzay8tLX375pUUdk8lEEh0AgBwk3Un0DRs2qE2bNmrUqJE2btyo9957T8WKFdNvv/2mWbNmadmyZVkRJwAAD72aNWtq+vTpatu2rdasWaMxY8ZIkk6dOqUiRYqkq62wsDAFBwerXr16atCggSZPnqwrV66YE969e/dWqVKlFB4eLkkaPHiwAgICNGHCBLVt21aLFi3Sjh07NHPmTElSkSJFUsTg5OQkLy8vVa1a9X4PHQCAXMPa3VkAACBnc0jvBm+++abGjh2rNWvWyNnZ2VzevHlzbd26NVODAwAA/zNu3DjNmDFDTZs2VY8ePVSnTh1J0vfff2+e5iWtunXrpo8++kgjRoyQj4+P9uzZo4iICPPDQ0+cOGFxdXvDhg21cOFCzZw5U3Xq1NGyZcu0fPly1apVK/MOEACAh0Dz5s118eJFe4cBAADSId1Xov/+++9auHBhivJixYrp3LlzmRIUAABIqWnTpjp37pzi4+NVqFAhc/nAgQPl7u6e7vZCQ0NtTt8SGRmZoqxLly7q0qVLmtvnSjsAAFKKjIzUjRs37B0GAABIh3RfiV6wYEGr867u3r1bpUqVypSgAACAdY6OjhYJdEkqX768ihUrZqeIAAAAAADI3dJ9JXr37t31xhtvaOnSpTKZTEpKStKWLVv02muvqXfv3lkRIwAAD63WrVvr3Xff1WOPPZZqvUuXLunTTz9Vvnz59OKLL2ZTdAAAICP279+vmJiYVOvUrl07m6IBAAD3ku4k+vvvv68XX3xRZcqUUWJiomrUqKH/Y+/O46Is9/+PvwEFXAB3cEs0F1QUFZXQCk0KS0ta3MpEUiuT0ihzyTCtEy2uJ/1KlludPJplWqZ0iMQyyQWkstSW45YKahkoKijcvz/6MceRGQQEZhhez8fjftRcc933fC4Y78/FZ+657ry8PD344IOaPn16ecQIAECVNXjwYN1///3y8vLS3Xffre7du6tJkyZyd3fXmTNn9NNPP2nbtm3atGmTBgwYoDfeeMPWIQMAgGvo16+fDMMo1O7k5CTDMOTk5KS8vDwbRAYAACwpcRHd1dVVb7/9tmJiYvTDDz/o3Llz6tq1q9q0aVMe8QEAUKWNHj1aI0aM0Nq1a7VmzRotWbJEmZmZkv7+Q7tDhw4KCwvTrl271L59extHCwAAimPHjh1q2LChrcMAAADFVOIi+qxZs/Tss8+qefPmat68uan9woULeuONNxQTE1OmAQIAUNW5ublpxIgRGjFihCQpMzNTFy5cUP369VW9enUbRwcAAErqhhtu4H4mAABUIiW+sejMmTN17ty5Qu3nz5/XzJkzyyQoAABgnZeXl3x8fCigAwAAAABQAUpcRC9Yn+1q3333nerVq1cmQQEAAAAA4IhCQkKUm5tr6zAAAEAJFHs5l7p168rJyUlOTk5q27atWSE9Ly9P586d0+OPP14uQQIAAAAA4Ai++uorubq62joMAABQAsUuos+fP1+GYeiRRx7RzJkz5eXlZXrO1dVVvr6+Cg4OLpcgAQAAAABwBIZh2DoEAABQQsUuokdEREiSWrZsqV69erEOKwAAdiIvL08ZGRlq0qSJrUMBAADFYGmJVAAAYL+KXUQvEBISYvr/ixcvFlrLzdPT8/qjAgAAxbZ3715169ZNeXl5tg4FAAAUw9VLpFry559/VlA0AADgWkpcRD9//ryee+45ffDBB/rjjz8KPc8f8AAAAAAAWHf1EqkAAMC+lbiIPmnSJG3ZskWLFy/Www8/rEWLFunYsWN666239Oqrr5ZHjAAAAAAAOIxhw4apUaNGtg4DAAAUU4mL6J9++qneffdd9enTR5GRkbrlllvUunVrtWjRQu+//74eeuih8ogTAAAAAIBKj/XQAQCofEpcRP/zzz/VqlUrSX+vf16wTtvNN9+scePGlW10AABA33//fZHPHzhwoIIiAQAA18swDFuHAAAASqjERfRWrVrp4MGDuuGGG+Tn56cPPvhAPXv21Keffqo6deqUQ4gAAFRtXbp0kZOTk8U/ugvauaoNAIDKIT8/39YhAACAEipxET0yMlLfffedQkJCNGXKFN19991auHChLl26pLlz55ZHjAAAVGkHDx60dQgAAAAAAFRZJS6iP/3006b/Dw0N1f79+5WSkqLWrVurc+fOZRocAACQVq5cqWeffVY1a9a0dSgAAAAAAFQ5ztd7gBYtWui+++5TvXr19Oijj5ZFTAAA4AozZ87UuXPnbB0GAAAAAABV0nUX0Qv88ccfWrp0aVkdDgAA/H/cgAwAAAAAANspsyI6AAAoP9w4FAAAAAAA2yjxmugAAKDitW3b9pqF9D///LOCogEAAAAAoOqgiA4AQCUwc+ZMeXl52ToMAAAAAACqnGIX0e+7774in//rr7+uNxYAAGDFsGHD1KhRI1uHAQAA7NSiRYv0xhtvKD09XQEBAXrzzTfVs2dPq/3Xrl2rF154QYcOHVKbNm302muv6a677jI9/+KLL2r16tU6evSoXF1dFRgYqH/84x8KCgqqiOEAAGBXir0mupeXV5FbixYtNHLkyPKMFQCAKon10AEAQFHWrFmj6OhozZgxQ6mpqQoICFB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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "metrics_df = pd.read_csv(\"../out/metrics_max_loras.csv\")\n", + "plot_metrics(metrics_df)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "vllm2", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/multilora_scheduling.py b/examples/multilora_scheduling.py new file mode 100644 index 0000000000000..085f94dd0fcbc --- /dev/null +++ b/examples/multilora_scheduling.py @@ -0,0 +1,184 @@ +""" +This example shows how to use the multi-LoRA functionality +for offline inference. + +Requires HuggingFace credentials for access to Llama2. +""" + +from typing import List, Optional, Tuple +import numpy as np +from vllm import EngineArgs, LLMEngine, RequestOutput, SamplingParams, LoraPolicy +from vllm.lora.request import LoRARequest +from faker import Faker +import pandas as pd +import torch + +OUT_DIR = "out" +TOTAL_LORAS = 8 +NUM_REQUESTS = 96 + +def create_test_prompts( + distribution: str +) -> List[Tuple[str, int]]: + """Create a list of test prompts with their sampling parameters. + + 2 requests for base model, 4 requests for the LoRA. We define 2 + different LoRA adapters (using the same model for demo purposes). + Since we also set `max_loras=1`, the expectation is that the requests + with the second LoRA adapter will be ran after all requests with the + first adapter have finished. + """ + fake = Faker() + sentence = f"lora:" + + # TODO Atindra: Instead of hardcoding i, make i follow a distribution and generate 100 or so requests + # NOTE: LoRA 0 means no LoRA in VLLM + ''' + prompts = [] + for _ in range(10): + for i in range(TOTAL_LORAS): + prompts.append(( + sentence, + SamplingParams(temperature=0.0, + logprobs=1, + prompt_logprobs=1, + max_tokens=64, + stop_token_ids=[128001]), + LoRARequest(f"lora{i}", i, f"{base_path}/lora{i}") + )) + + return prompts + ''' + num_requests=NUM_REQUESTS + if distribution == "uniform": + # lora_ids_list = np.random.randint(0, TOTAL_LORAS, size=num_requests) + lora_ids_list = np.array(list(range(TOTAL_LORAS)) * (num_requests // TOTAL_LORAS)) + elif distribution == "normal": + # Center the normal distribution around the middle of the LoRA range + mean = (TOTAL_LORAS - 1)/2 + std_dev = TOTAL_LORAS/6 # This ensures ~99.7% of values fall within range ("68-95-99.7 rule") + lora_ids_list = np.random.normal(mean, std_dev, size=num_requests) + + # Clip values to ensure they're within valid range and convert to integers + lora_ids_list = np.clip(lora_ids_list, 0, TOTAL_LORAS-1) + lora_ids_list = np.round(lora_ids_list).astype(int) + else: + raise ValueError(f"Unsupported distribution: {distribution}") + + prompts = [] + for lora_id in lora_ids_list: + prompts.append(( + sentence, + lora_id + )) + + return prompts + +def process_requests(engine: LLMEngine, + test_prompts: List[Tuple[str, SamplingParams, + Optional[LoRARequest]]], + distribution: str) -> None: + """Continuously process a list of prompts and handle the outputs.""" + metrics_list = [] + + request_id = 0 + + while test_prompts or engine.has_unfinished_requests(): + if test_prompts: + prompt, sampling_params, lora_request = test_prompts.pop(0) + engine.add_request(str(request_id), + prompt, + sampling_params, + lora_request=lora_request) + request_id += 1 + + request_outputs: List[RequestOutput] = engine.step() + + for request_output in request_outputs: + if request_output.finished: + metrics = request_output.metrics + output = request_output.outputs[0] + metrics_list.append({ + "request_id": request_output.request_id, + "lora_policy": engine.lora_config.lora_policy, + "num_iters_before_lora_reschedule": engine.lora_config.num_iters_before_reschedule, + "distribution": distribution, + "max_loras": engine.lora_config.max_loras, + "lora_name": request_output.lora_request.lora_name, + "lora_id": request_output.lora_request.lora_int_id, + "arrival_time": metrics.arrival_time, + "last_token_time": metrics.last_token_time, + "first_scheduled_time": metrics.first_scheduled_time, + "time_in_queue": metrics.time_in_queue, + "finished_time": metrics.finished_time, + "scheduler_time": metrics.scheduler_time, + "model_forward_time": metrics.model_forward_time, + "model_execute_time": metrics.model_execute_time, + "prompt": request_output.prompt, + "prompt_num_tokens": len(request_output.prompt_token_ids), + "output": output.text, + "output_num_tokens": len(output.token_ids), + }) + + return metrics_list + + +def initialize_engine(max_loras: int, lora_policy: LoraPolicy, num_iters_before_lora_reschedule: int) -> LLMEngine: + """Initialize the LLMEngine.""" + # max_loras: controls the number of LoRAs that can be used in the same + # batch. Larger numbers will cause higher memory usage, as each LoRA + # slot requires its own preallocated tensor. + # max_lora_rank: controls the maximum supported rank of all LoRAs. Larger + # numbers will cause higher memory usage. If you know that all LoRAs will + # use the same rank, it is recommended to set this as low as possible. + # max_cpu_loras: controls the size of the CPU LoRA cache. + engine_args = EngineArgs(model="meta-llama/Llama-3.2-1B", + enable_lora=True, + max_loras=max_loras, + max_lora_rank=8, + max_cpu_loras=TOTAL_LORAS, + max_num_seqs=256, + enforce_eager=True, + disable_async_output_proc=True, + lora_policy=lora_policy, + num_iters_before_lora_reschedule=num_iters_before_lora_reschedule, + max_model_len=256, + ) + return LLMEngine.from_engine_args(engine_args) + +import time + +def main(): + """Main function that sets up and runs the prompt processing.""" + metrics_list = [] + for distribution in ["uniform"]: # , "normal"]: + test_prompts = create_test_prompts(distribution) + for lora_policy in [LoraPolicy.NAIVE]: + for num_iters_before_lora_reschedule in [1, 2, 4, 8, 16, 32, 64]: + for max_loras in [1, 2, 4, 8]: + try: + engine = initialize_engine(max_loras, lora_policy, num_iters_before_lora_reschedule) + prompts = [( + sentence, + SamplingParams(temperature=0.0, + logprobs=1, + prompt_logprobs=1, + max_tokens=16, + stop_token_ids=[128001]), + LoRARequest(f"lora{lora_id}", lora_id + 1, f"{OUT_DIR}/lora{lora_id}") + ) for sentence, lora_id in test_prompts] + metrics_list.extend(process_requests(engine, prompts, distribution)) + del engine + torch.cuda.empty_cache() + except Exception as e: + print(f"Error: {e}") + time.sleep(10) + continue + metrics_df = pd.DataFrame(metrics_list) + metrics_df.to_csv(f"{OUT_DIR}/metrics_tmp.csv", index=False) + with open(f"{OUT_DIR}/status.csv", "a") as f: + f.write(f"{distribution},{lora_policy},{num_iters_before_lora_reschedule},{max_loras}\n") + + +if __name__ == '__main__': + main() diff --git a/vllm/__init__.py b/vllm/__init__.py index a10f6d3128cb6..a5f8cf7550e0b 100644 --- a/vllm/__init__.py +++ b/vllm/__init__.py @@ -1,6 +1,6 @@ """vLLM: a high-throughput and memory-efficient inference engine for LLMs""" -from vllm.engine.arg_utils import AsyncEngineArgs, EngineArgs +from vllm.engine.arg_utils import AsyncEngineArgs, EngineArgs, LoraPolicy from vllm.engine.async_llm_engine import AsyncLLMEngine from vllm.engine.llm_engine import LLMEngine from vllm.entrypoints.llm import LLM diff --git a/vllm/config.py b/vllm/config.py index 510bd81d66217..234d1fd32394f 100644 --- a/vllm/config.py +++ b/vllm/config.py @@ -1673,6 +1673,11 @@ def __repr__(self) -> str: return f"SpeculativeConfig({draft_model=}, {num_spec_tokens=})" +class LoraPolicy(enum.Enum): + ROUND_ROBIN = "round_robin" + NAIVE = "naive" + + @dataclass class LoRAConfig: max_lora_rank: int @@ -1681,6 +1686,9 @@ class LoRAConfig: max_cpu_loras: Optional[int] = None lora_dtype: Optional[Union[torch.dtype, str]] = None lora_extra_vocab_size: int = 256 + num_iters_before_reschedule: int = 32 + lora_policy: LoraPolicy = LoraPolicy.NAIVE + # This is a constant. lora_vocab_padding_size: ClassVar[int] = 256 long_lora_scaling_factors: Optional[Tuple[float]] = None diff --git a/vllm/core/lora_scheduler.py b/vllm/core/lora_scheduler.py new file mode 100644 index 0000000000000..71ebcb78dd515 --- /dev/null +++ b/vllm/core/lora_scheduler.py @@ -0,0 +1,70 @@ +from collections import deque +from vllm.config import LoRAConfig, LoraPolicy +from typing import List + +import logging + +logger = logging.getLogger(__name__) + + +class LoRAScheduler: + """Round robin scheduler for LoRAs.""" + + def __init__( + self, + lora_config: LoRAConfig, + ): + logger.info(f"Initializing LoRA Scheduler with policy {lora_config.lora_policy} and {lora_config.num_iters_before_reschedule} iterations before rescheduling. Lora_config {lora_config}") + + self.lora_config = lora_config + self.max_loras_each_iter = lora_config.max_loras + + self.active_loras = deque() + self.all_loras = set() + + self.__counter = 0 + self.__prev_scheduled_loras = [] + + def _register_lora(self, lora_id: int): + if lora_id not in self.all_loras: + self.all_loras.add(lora_id) + self.active_loras.append(lora_id) + + def _unregister_lora(self, lora_id: int): + if lora_id in self.all_loras: + self.all_loras.remove(lora_id) + if lora_id in self.active_loras: + self.active_loras.remove(lora_id) + + def update_loras(self, all_lora_ids: List[int]): + """Update the list of LoRAs that are available for scheduling.""" + logger.info(f"Updating LoRA available list: {all_lora_ids}") + for lora_id in all_lora_ids: + self._register_lora(lora_id) + to_remove = [lora_id for lora_id in self.all_loras if lora_id not in all_lora_ids] + for lora_id in to_remove: + self._unregister_lora(lora_id) + + def schedule_loras(self): + """Schedule which LoRAs requests can belong to for the next iteration.""" + if self.lora_config.lora_policy == LoraPolicy.NAIVE: + return list(self.all_loras) + + assert self.lora_config.lora_policy == LoraPolicy.ROUND_ROBIN + + scheduled_loras = [] + logger.info(f"LoRA scheduler has {len(self.active_loras)} active loras") + + if self.__counter == 0: + for _ in range(min(self.max_loras_each_iter, len(self.active_loras))): + lora_id = self.active_loras.popleft() # Get the next LoRA in round-robin order + scheduled_loras.append(lora_id) + self.active_loras.append(lora_id) # Rotate it back to the end of the queue + else: + scheduled_loras = self.__prev_scheduled_loras + + self.__counter = (self.__counter + 1) % self.lora_config.num_iters_before_reschedule + self.__prev_scheduled_loras = scheduled_loras + return list(set([0] + scheduled_loras)) + + # TODO: make lora schedulign dynamic (what if the final scheduled request list doesn't use all the LoRAs we allow?) \ No newline at end of file diff --git a/vllm/core/scheduler.py b/vllm/core/scheduler.py index d23009dae01ee..26745575fa420 100644 --- a/vllm/core/scheduler.py +++ b/vllm/core/scheduler.py @@ -10,6 +10,7 @@ from vllm.config import CacheConfig, LoRAConfig, SchedulerConfig from vllm.core.interfaces import AllocStatus, BlockSpaceManager +from vllm.core.lora_scheduler import LoRAScheduler from vllm.logger import init_logger from vllm.lora.request import LoRARequest from vllm.prompt_adapter.request import PromptAdapterRequest @@ -271,6 +272,9 @@ class SchedulerPrefillOutputs: """ # Selected sequences for prefill. seq_groups: List[ScheduledSequenceGroup] + preempted: List[SequenceGroup] + swapped_out: List[SequenceGroup] + blocks_to_swap_out: List[Tuple[int, int]] # Ignored sequence groups. ignored_seq_groups: List[SequenceGroup] num_lookahead_slots: int @@ -280,6 +284,9 @@ def create_empty(cls) -> "SchedulerPrefillOutputs": return SchedulerPrefillOutputs( seq_groups=[], ignored_seq_groups=[], + preempted=[], + swapped_out=[], + blocks_to_swap_out=[], num_lookahead_slots=0, ) @@ -410,6 +417,9 @@ def __init__( # for processing and deallocation by the free_finished_seq_groups() self._async_stopped: List[SequenceGroup] = [] + if self.lora_enabled: + self.lora_scheduler = LoRAScheduler(self.lora_config) + @property def next_cache_id(self): return (self.cache_id + 1) % self.num_cache_iters @@ -508,6 +518,7 @@ def _schedule_running( self, budget: SchedulingBudget, curr_loras: Optional[Set[int]], + allowed_loras: Optional[Set[int]], enable_chunking: bool = False, ) -> SchedulerRunningOutputs: """Schedule sequence groups that are running. @@ -552,8 +563,48 @@ def _schedule_running( preempted: List[SequenceGroup] = ret.preempted swapped_out: List[SequenceGroup] = ret.swapped_out + def preempt_seq_group(victim_seq_group: SequenceGroup): + # With async postprocessor, before preempting a sequence + # we need to ensure it has no pending async postprocessor + do_preempt = True + if self.use_async_output_proc: + assert self.output_proc_callback is not None + self.output_proc_callback( + request_id=victim_seq_group.request_id) + + # It may be that the async pending "victim_seq_group" + # becomes finished, in which case we simply free it. + if victim_seq_group.is_finished(): + self._free_finished_seq_group(victim_seq_group) + do_preempt = False + + # Do preemption + if do_preempt: + preempted_mode = self._preempt(victim_seq_group, + blocks_to_swap_out) + if preempted_mode == PreemptionMode.RECOMPUTE: + preempted.append(victim_seq_group) + else: + swapped_out.append(victim_seq_group) + + if self.lora_enabled and curr_loras is not None and victim_seq_group.lora_int_id > 0 and victim_seq_group.lora_int_id in curr_loras: + curr_loras.remove(victim_seq_group.lora_int_id) + + if self.lora_enabled: + assert allowed_loras is not None + running_temp = [] + while self.running: + running_temp.append(self.running.popleft()) + for seq_group in running_temp: + if seq_group.lora_int_id > 0 and seq_group.lora_int_id not in allowed_loras: + preempt_seq_group(seq_group) + else: + self.running.append(seq_group) + del running_temp + running_queue = self.running assert len(self._async_stopped) == 0 + while running_queue: seq_group = running_queue[0] # We discard the cached tokens info here because we don't need it @@ -609,29 +660,8 @@ def _schedule_running( # (since there is nothing else to preempt) victim_seq_group = seq_group cont_loop = False - - # With async postprocessor, before preempting a sequence - # we need to ensure it has no pending async postprocessor - do_preempt = True - if self.use_async_output_proc: - assert self.output_proc_callback is not None - self.output_proc_callback( - request_id=victim_seq_group.request_id) - - # It may be that the async pending "victim_seq_group" - # becomes finished, in which case we simply free it. - if victim_seq_group.is_finished(): - self._free_finished_seq_group(victim_seq_group) - do_preempt = False - - # Do preemption - if do_preempt: - preempted_mode = self._preempt(victim_seq_group, - blocks_to_swap_out) - if preempted_mode == PreemptionMode.RECOMPUTE: - preempted.append(victim_seq_group) - else: - swapped_out.append(victim_seq_group) + + preempt_seq_group(victim_seq_group) if not cont_loop: break @@ -662,16 +692,21 @@ def _schedule_running( budget.add_num_seqs(seq_group.request_id, num_running_seqs) if curr_loras is not None and seq_group.lora_int_id > 0: curr_loras.add(seq_group.lora_int_id) + + assert set(curr_loras) <= set(allowed_loras), f"curr_loras not a subset of allowed_loras in schedule_running, curr_loras: {curr_loras}, allowed_loras: {allowed_loras}" self._scheduler_running_outputs_cache[self.next_cache_id].reset() self._scheduled_seq_group_cache[self.next_cache_id].reset() + self._ensure_loras_are_allowed(prefill_seq_groups + decode_seq_groups, allowed_loras) + return ret def _schedule_swapped( self, budget: SchedulingBudget, curr_loras: Optional[Set[int]], + allowed_loras: Optional[Set[int]], enable_chunking: bool = False, ) -> SchedulerSwappedInOutputs: """Schedule sequence groups that are swapped out. @@ -728,9 +763,14 @@ def _schedule_swapped( if self.lora_enabled: lora_int_id = seq_group.lora_int_id assert curr_loras is not None + assert set(curr_loras) <= set(allowed_loras), f"curr_loras not a subset of allowed_loras in schedule_swapped, curr_loras: {curr_loras}, allowed_loras: {allowed_loras}" assert self.lora_config is not None if (lora_int_id > 0 and (lora_int_id not in curr_loras) - and len(curr_loras) >= self.lora_config.max_loras): + and ( + len(curr_loras) >= self.lora_config.max_loras + or lora_int_id not in allowed_loras + ) + ): # We don't have a space for another LoRA, so # we ignore this request for now. leftover_swapped.appendleft(seq_group) @@ -776,6 +816,8 @@ def _schedule_swapped( swapped_queue.extendleft(leftover_swapped) + self._ensure_loras_are_allowed(prefill_seq_groups + decode_seq_groups, allowed_loras) + return SchedulerSwappedInOutputs( decode_seq_groups=decode_seq_groups, prefill_seq_groups=prefill_seq_groups, @@ -813,6 +855,24 @@ def _get_priority(self, """ return seq_group.priority, seq_group.arrival_time + def _update_loras(self): + all_loras = set( + [seq_group.lora_int_id for seq_group in self.running] + + [seq_group.lora_int_id for seq_group in self.waiting] + + [seq_group.lora_int_id for seq_group in self.swapped] + ) + all_loras = set([lora for lora in all_loras if lora > 0]) + self.lora_scheduler.update_loras(all_loras) + + def _ensure_loras_are_allowed(self, scheduled_seq_groups: List[ScheduledSequenceGroup], allowed_loras: List[int]): + scheduled_loras = [] + for scheduled_seq_group in scheduled_seq_groups: + seq_group = scheduled_seq_group.seq_group + scheduled_loras.append(seq_group.lora_int_id) + scheduled_loras = list(set(scheduled_loras)) + for lora_id in scheduled_loras: + assert lora_id == 0 or lora_id in allowed_loras, f"Scheduled loras: {scheduled_loras}, Allowed loras: {allowed_loras}" + def _schedule_priority_preemption( self, budget: SchedulingBudget, @@ -827,6 +887,9 @@ def _schedule_priority_preemption( A count of priority-based preemptions. """ + # NOTE: We're not going to handle lora_enabled for now. + assert not self.lora_enabled + waiting_queue = self.waiting running_queue = deque(sorted(self.running, key=self._get_priority)) @@ -882,6 +945,7 @@ def _schedule_prefills( self, budget: SchedulingBudget, curr_loras: Optional[Set[int]], + allowed_loras: Optional[Set[int]], enable_chunking: bool = False, ) -> SchedulerPrefillOutputs: """Schedule sequence groups that are in prefill stage. @@ -909,7 +973,49 @@ def _schedule_prefills( """ ignored_seq_groups: List[SequenceGroup] = [] seq_groups: List[ScheduledSequenceGroup] = [] + preempted: List[SequenceGroup] = [] + swapped_out: List[SequenceGroup] = [] + blocks_to_swap_out: List[Tuple[int, int]] = [] + def preempt_seq_group(victim_seq_group: SequenceGroup): + # With async postprocessor, before preempting a sequence + # we need to ensure it has no pending async postprocessor + do_preempt = True + if self.use_async_output_proc: + assert self.output_proc_callback is not None + self.output_proc_callback( + request_id=victim_seq_group.request_id) + + # It may be that the async pending "victim_seq_group" + # becomes finished, in which case we simply free it. + if victim_seq_group.is_finished(): + self._free_finished_seq_group(victim_seq_group) + do_preempt = False + + # Do preemption + if do_preempt: + preempted_mode = self._preempt(victim_seq_group, + blocks_to_swap_out) + if preempted_mode == PreemptionMode.RECOMPUTE: + preempted.append(victim_seq_group) + else: + swapped_out.append(victim_seq_group) + + if self.lora_enabled and curr_loras is not None and victim_seq_group.lora_int_id > 0 and victim_seq_group.lora_int_id in curr_loras: + curr_loras.remove(victim_seq_group.lora_int_id) + + if self.lora_enabled: + assert allowed_loras is not None + running_temp = [] + while self.running: + running_temp.append(self.running.popleft()) + for seq_group in running_temp: + if seq_group.lora_int_id > 0 and seq_group.lora_int_id not in allowed_loras: + preempt_seq_group(seq_group) + else: + self.running.append(seq_group) + del running_temp + waiting_queue = self.waiting leftover_waiting_sequences: Deque[SequenceGroup] = deque() @@ -967,9 +1073,14 @@ def _schedule_prefills( lora_int_id = seq_group.lora_int_id assert curr_loras is not None assert self.lora_config is not None + assert set(curr_loras) <= set(allowed_loras), f"curr_loras not a subset of allowed_loras in schedule_prefills, curr_loras: {curr_loras}, allowed_loras: {allowed_loras}" if (self.lora_enabled and lora_int_id > 0 and lora_int_id not in curr_loras - and len(curr_loras) >= self.lora_config.max_loras): + and ( + len(curr_loras) >= self.lora_config.max_loras + or lora_int_id not in allowed_loras + ) + ): # We don't have a space for another LoRA, so # we ignore this request for now. leftover_waiting_sequences.appendleft(seq_group) @@ -1027,9 +1138,14 @@ def _schedule_prefills( waiting_queue.extendleft(leftover_waiting_sequences) if len(seq_groups) > 0: self.prev_prompt = True + + self._ensure_loras_are_allowed(seq_groups, allowed_loras) return SchedulerPrefillOutputs( seq_groups=seq_groups, + preempted=preempted, + swapped_out=swapped_out, + blocks_to_swap_out=blocks_to_swap_out, ignored_seq_groups=ignored_seq_groups, num_lookahead_slots=self._get_num_lookahead_slots( is_prefill=True, enable_chunking=enable_chunking)) @@ -1052,10 +1168,17 @@ def _schedule_default(self) -> SchedulerOutputs: for seq_group in self.running: budget.add_num_seqs(seq_group.request_id, seq_group.get_max_num_running_seqs()) + + if self.lora_enabled: + self._update_loras() + + allowed_loras = self.lora_scheduler.schedule_loras() if self.lora_enabled else None + logger.info(f"Allowed loras for default scheduler: {allowed_loras}") + curr_loras = set( seq_group.lora_int_id for seq_group in self.running if seq_group.lora_int_id > 0) if self.lora_enabled else None - + prefills = SchedulerPrefillOutputs.create_empty() running_scheduled = SchedulerRunningOutputs.create_empty() swapped_in = SchedulerSwappedInOutputs.create_empty() @@ -1064,10 +1187,12 @@ def _schedule_default(self) -> SchedulerOutputs: if not self.swapped: prefills = self._schedule_prefills(budget, curr_loras, + allowed_loras, enable_chunking=False) if len(prefills.seq_groups ) == 0 and self.scheduler_config.policy == "priority": + assert not self.lora_enabled self._schedule_priority_preemption(budget) # Don't schedule decodes if prefills are scheduled. @@ -1076,13 +1201,10 @@ def _schedule_default(self) -> SchedulerOutputs: if len(prefills.seq_groups) == 0: running_scheduled = self._schedule_running(budget, curr_loras, + allowed_loras, enable_chunking=False) - # If any sequence group is preempted, do not swap in any sequence - # group. because it means there's no slot for new running requests. - if len(running_scheduled.preempted) + len( - running_scheduled.swapped_out) == 0: - swapped_in = self._schedule_swapped(budget, curr_loras) + swapped_in = self._schedule_swapped(budget, curr_loras, allowed_loras) assert (budget.num_batched_tokens <= self.scheduler_config.max_num_batched_tokens) @@ -1090,6 +1212,7 @@ def _schedule_default(self) -> SchedulerOutputs: # Update waiting requests. self.waiting.extendleft(running_scheduled.preempted) + self.waiting.extendleft(prefills.preempted) # Update new running requests. if len(prefills.seq_groups) > 0: self.running.extend([s.seq_group for s in prefills.seq_groups]) @@ -1101,9 +1224,10 @@ def _schedule_default(self) -> SchedulerOutputs: [s.seq_group for s in swapped_in.decode_seq_groups]) # Update swapped requests. + self.swapped.extend(prefills.swapped_out) self.swapped.extend(running_scheduled.swapped_out) preempted = (len(running_scheduled.preempted) + - len(running_scheduled.swapped_out)) + len(running_scheduled.swapped_out) + len(prefills.swapped_out) + len(prefills.preempted)) # There should be no prefill from running queue because this policy # doesn't allow chunked prefills. @@ -1125,13 +1249,16 @@ def _schedule_default(self) -> SchedulerOutputs: ignored_seq_groups = prefills.ignored_seq_groups ignored_seq_groups.extend(swapped_in.infeasible_seq_groups) + self._ensure_loras_are_allowed(scheduled_seq_groups, allowed_loras) + + return SchedulerOutputs( scheduled_seq_groups=scheduled_seq_groups, num_prefill_groups=num_prefill_groups, num_batched_tokens=budget.num_batched_tokens + budget.num_cached_tokens, blocks_to_swap_in=swapped_in.blocks_to_swap_in, - blocks_to_swap_out=running_scheduled.blocks_to_swap_out, + blocks_to_swap_out=prefills.blocks_to_swap_out + running_scheduled.blocks_to_swap_out, blocks_to_copy=blocks_to_copy, ignored_seq_groups=ignored_seq_groups, num_lookahead_slots=running_scheduled.num_lookahead_slots, @@ -1157,6 +1284,12 @@ def _schedule_chunked_prefill(self) -> SchedulerOutputs: token_budget=self.scheduler_config.max_num_batched_tokens, max_num_seqs=self.scheduler_config.max_num_seqs, ) + + if self.lora_enabled: + self._update_loras() + + allowed_loras = self.lora_scheduler.schedule_loras() if self.lora_enabled else None + curr_loras: Set[int] = set() prefills = SchedulerPrefillOutputs.create_empty() @@ -1165,16 +1298,18 @@ def _schedule_chunked_prefill(self) -> SchedulerOutputs: # Decoding should be always scheduled first by fcfs. running_scheduled = self._schedule_running(budget, curr_loras, + allowed_loras, enable_chunking=True) # Schedule swapped out requests. # If preemption happens, it means we don't have space for swap-in. if len(running_scheduled.preempted) + len( running_scheduled.swapped_out) == 0: - swapped_in = self._schedule_swapped(budget, curr_loras) + swapped_in = self._schedule_swapped(budget, curr_loras, allowed_loras) prefills = self._schedule_prefills(budget, curr_loras, + allowed_loras, enable_chunking=True) assert (budget.num_batched_tokens <= @@ -1566,6 +1701,7 @@ def _preempt_by_recompute( ) -> None: seqs = seq_group.get_seqs(status=SequenceStatus.RUNNING) assert len(seqs) == 1 + seq_group.prompt_logprobs = [] for seq in seqs: seq.status = SequenceStatus.WAITING self.free_seq(seq) @@ -1824,3 +1960,4 @@ def _chunk_new_tokens_to_schedule( num_new_tokens = min(num_new_tokens, remaining_token_budget) return num_new_tokens + diff --git a/vllm/engine/arg_utils.py b/vllm/engine/arg_utils.py index 4aa0eebd976c9..1900946f5d8e1 100644 --- a/vllm/engine/arg_utils.py +++ b/vllm/engine/arg_utils.py @@ -14,7 +14,7 @@ ModelConfig, ObservabilityConfig, ParallelConfig, PoolerConfig, PromptAdapterConfig, SchedulerConfig, SpeculativeConfig, TaskOption, TokenizerPoolConfig, - VllmConfig) + VllmConfig, LoraPolicy) from vllm.executor.executor_base import ExecutorBase from vllm.logger import init_logger from vllm.model_executor.layers.quantization import QUANTIZATION_METHODS @@ -147,6 +147,8 @@ class EngineArgs: enable_lora_bias: bool = False max_loras: int = 1 max_lora_rank: int = 16 + num_iters_before_lora_reschedule: int = 32 + lora_policy: LoraPolicy = LoraPolicy.NAIVE enable_prompt_adapter: bool = False max_prompt_adapters: int = 1 max_prompt_adapter_token: int = 0 @@ -1161,6 +1163,8 @@ def create_engine_config(self, lora_extra_vocab_size=self.lora_extra_vocab_size, long_lora_scaling_factors=self.long_lora_scaling_factors, lora_dtype=self.lora_dtype, + num_iters_before_reschedule=self.num_iters_before_lora_reschedule, + lora_policy=self.lora_policy, max_cpu_loras=self.max_cpu_loras if self.max_cpu_loras and self.max_cpu_loras > 0 else None) if self.enable_lora else None diff --git a/vllm/model_executor/layers/sampler.py b/vllm/model_executor/layers/sampler.py index c10efefea5471..fe11efda0d92d 100644 --- a/vllm/model_executor/layers/sampler.py +++ b/vllm/model_executor/layers/sampler.py @@ -1319,7 +1319,7 @@ def _get_next_prompt_tokens(seq_group: SequenceGroupToSample) -> List[int]: assert len(seq_ids) == 1 seq_data = seq_group.seq_data[seq_ids[0]] computed_len = seq_data.get_num_computed_tokens() - prompt_tokens = seq_data.prompt_token_ids + prompt_tokens = seq_data.prompt_token_ids + seq_data.output_token_ids # +1 because we are looking for a next prompt token. next_token_index_start = computed_len + 1 next_token_index_end = min(computed_len + query_len + 1,