diff --git a/doc/getting_started.ipynb b/doc/getting_started.ipynb
index bab6b62f..4bd015a6 100644
--- a/doc/getting_started.ipynb
+++ b/doc/getting_started.ipynb
@@ -1,20963 +1,20997 @@
{
- "cells": [
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "7vg1S92NEAXs"
- },
- "source": [
- "## Index\n",
- "\n",
- "1. [What is stim?](#what-is-stim)\n",
- "2. [Install the `stim` python package.](#install-stim)\n",
- "3. [Create a simple circuit, and sample from it.](#make-circuit)\n",
- "4. [Add detector annotations to a circuit, and sample them.](#sample-detectors)\n",
- "5. [Generate example error correction circuits.](#make-qec-circuits)\n",
- "6. [Use `pymatching` to correct errors in a circuit.](#use-pymatching)\n",
- "7. [Estimate the threshold of a repetition code using Monte Carlo sampling.](#rep-code)\n",
- "8. [Use `sinter` to streamline the Monte Carlo sampling process.](#use-sinter)\n",
- "9. [Estimate the threshold and footprint of a surface code.](#surface-code)\n",
- "10. [Additional resources](additional-resources)\n",
- "\n",
- "## Prereqs\n",
- "\n",
- "This tutorial assumes you can read and write Python code, and that you have a working Python 3.7+ environment (perhaps you are reading this notebook in such an environment).\n",
- "\n",
- "This tutorial assumes you understand what a quantum circuit is. For example, it assumes you know what a qubit is, what a Hadamard gate is, and what a CNOT gate is.\n",
- "\n",
- "This tutorial assumes you are a *little* familiar with stabilizer circuits. For example, it assumes you've heard that they can be simulated cheaply and that they can represent protocols such as quantum error correction.\n",
- "\n",
- "This tutorial assumes you are a *little* familiar with quantum error correcting codes. For example, it assumes you've heard the term \"surface code\" and \"threshold\"."
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "ulLKqhVxmfxr",
- "jp-MarkdownHeadingCollapsed": true
- },
- "source": [
- "\n",
- "# 1. What is Stim?\n",
- "\n",
- "Stim is an [open source tool](https://github.com/quantumlib/Stim) for high performance analysis and simulation of quantum stabilizer circuits, with a focus on quantum error correction circuits.\n",
- "\n",
- "Here is a plot from the [paper introducing Stim](https://doi.org/10.22331/q-2021-07-06-497), showing that Stim is thousands of times faster than other tools at sampling stabilizer circuits:\n",
- "\n",
- 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)\n",
- "\n",
- "In addition to fast simulation, Stim provides general utilities for editing, inspecting, and transforming stabilizer circuits. In particular, Stim can automatically derive a matching graph from a stabilizer circuit annotated with detectors and noise channels."
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "fh8rot1PYyDh"
- },
- "source": [
- "\n",
- "# 2. Install the Stim python package.\n",
- "\n",
- "The first thing to do is to install and import stim.\n",
- "Thanks to the python ecosystem, this is easy!\n",
- "Stim is available as a pypi package, and can be installed using `pip install stim` and then imported with `import stim`.\n",
- "Just like any other python package."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "metadata": {
- "colab": {
- "base_uri": "https://localhost:8080/"
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "7vg1S92NEAXs"
+ },
+ "source": [
+ "\n",
+ "
Welcome to the Stim tutorial!
\n",
+ "\n",
+ "This Jupyter notebook is a tutorial for [Stim](https://github.com/quantumlib/stim), a tool for high-performance simulation and analysis of quantum stabilizer circuits. You can run this notebook in your browser using [Google Colab](https://colab.google/), or download it to your computer and run it using [Jupyter](https://docs.jupyter.org/en/latest/running.html).\n"
+ ]
},
- "id": "fMf_vlB7D6fR",
- "outputId": "d100e5e2-53a3-4205-931e-916fa67940dc"
- },
- "outputs": [],
- "source": [
- "!pip install stim~=1.14\n",
- "!pip install numpy~=1.0 # 1.0 instead of 2.0 for pymatching compatibility later\n",
- "!pip install scipy"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 2,
- "metadata": {
- "id": "P0lD6ilJD8Pi"
- },
- "outputs": [
{
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "1.14.0\n"
- ]
- }
- ],
- "source": [
- "import stim\n",
- "print(stim.__version__)"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "vah6-5YpGdaG"
- },
- "source": [
- "\n",
- "# 3. Create a simple circuit, and sample from it.\n",
- "\n",
- "In Stim, circuits are instances of the `stim.Circuit` class. You create a new empty circuit with `stim.Circuit()`, and add operations to it by calling `circuit.append(name_of_gate, list_of_targets)`.\n",
- "\n",
- "You can find the name of the gate you want from the [stim gates reference](https://github.com/quantumlib/Stim/blob/main/doc/gates.md). Most of them are straightforward, like \"H\" for the Hadamard gate. Targets are just a number indicating a qubit. There's a qubit `0`, a qubit `1`, etc.\n",
- "\n",
- "The first circuit you'll make is a circuit that prepares a Bell pair and then measures it:"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 3,
- "metadata": {
- "colab": {
- "base_uri": "https://localhost:8080/"
+ "cell_type": "markdown",
+ "source": [
+ "# Table of contents\n",
+ "\n",
+ "0. [Prerequisites](#prerequisites)\n",
+ "1. [What is Stim?](#what-is-stim)\n",
+ "2. [Copy and use this Jupyter/Colab notebook](#using-this-notebook)\n",
+ "3. [Install the `stim` Python package](#install-stim)\n",
+ "4. [Create a simple circuit, and sample from it](#make-circuit)\n",
+ "5. [Add detector annotations to a circuit, and sample them](#sample-detectors)\n",
+ "6. [Generate example error correction circuits](#make-qec-circuits)\n",
+ "7. [Use `pymatching` to correct errors in a circuit](#use-pymatching)\n",
+ "8. [Estimate the threshold of a repetition code using Monte Carlo sampling](#rep-code)\n",
+ "9. [Use `sinter` to streamline the Monte Carlo sampling process](#use-sinter)\n",
+ "10. [Estimate the threshold and footprint of a surface code](#surface-code)\n",
+ "11. [Conclusion](#end-of-tutorial)\n",
+ "12. [Additional resources](additional-resources)"
+ ],
+ "metadata": {
+ "id": "0V2LXIBKKqA9"
+ }
},
- "id": "UP84FdeWGodO",
- "outputId": "9b6d4b2f-1cb9-4941-d533-db148aaaf86f"
- },
- "outputs": [],
- "source": [
- "circuit = stim.Circuit()\n",
- "\n",
- "# First, the circuit will initialize a Bell pair.\n",
- "circuit.append(\"H\", [0])\n",
- "circuit.append(\"CNOT\", [0, 1])\n",
- "\n",
- "# Then, the circuit will measure both qubits of the Bell pair in the Z basis.\n",
- "circuit.append(\"M\", [0, 1])"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "vah6-5YpGdaG"
- },
- "source": [
- "Stim has a few ways to look at the circuits you've made. The circuit's `repr` is an expression that recreates the circuit using [stim's circuit file syntax](https://github.com/quantumlib/Stim/blob/main/doc/file_format_stim_circuit.md):"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 4,
- "metadata": {
- "colab": {
- "base_uri": "https://localhost:8080/"
+ {
+ "cell_type": "markdown",
+ "source": [
+ "\n",
+ "# 0. Prerequisites\n",
+ "\n",
+ "To get the most out of this tutorial, it's helpful to have the following background:\n",
+ "\n",
+ "- Familiarity with basic Python syntax, and having a working Python 3.7+ environment. (Perhaps you are reading this notebook in such an environment.)\n",
+ "\n",
+ "- Familiarity with the basic concepts of *quantum circuits*, such as qubits and common quantum gates like Hadamard and CNOT.\n",
+ "\n",
+ "- A basic understanding of stabilizer circuits. For example, this tutorial assumes you've heard that they can be simulated cheaply and that they can represent protocols such as quantum error correction.\n",
+ "\n",
+ "- *Some* familiarity with quantum error-correcting codes. For example, this tutorial assumes that you've heard the terms \"surface code\" and \"threshold\".\n",
+ "\n",
+ "If you don't have these prerequisites yet, take a look at the [additional resources](additional-resources) at the end of this tutorial for suggestions about how to learn more."
+ ],
+ "metadata": {
+ "id": "43rMSrBhKtyX"
+ }
},
- "id": "UP84FdeWGodO",
- "outputId": "9b6d4b2f-1cb9-4941-d533-db148aaaf86f"
- },
- "outputs": [
{
- "data": {
- "text/plain": [
- "stim.Circuit('''\n",
- " H 0\n",
- " CX 0 1\n",
- " M 0 1\n",
- "''')"
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "ulLKqhVxmfxr",
+ "jp-MarkdownHeadingCollapsed": true
+ },
+ "source": [
+ "\n",
+ "# 1. What is Stim?\n",
+ "\n",
+ "Stim is an [open-source tool](https://github.com/quantumlib/Stim) for high-performance analysis and simulation of quantum stabilizer circuits, with a focus on quantum error correction circuits.\n",
+ "\n",
+ "Here is a plot from the [paper introducing Stim](https://doi.org/10.22331/q-2021-07-06-497), showing that Stim is thousands of times faster than other tools at sampling stabilizer circuits:\n",
+ "\n",
+ 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)\n",
+ "\n",
+ "In addition to fast simulation, Stim provides general utilities for editing, inspecting, and transforming stabilizer circuits. In particular, Stim can automatically derive a matching graph from a stabilizer circuit annotated with detectors and noise channels."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "fh8rot1PYyDh"
+ },
+ "source": [
+ "\n",
+ "# 2. Install the Stim python package\n",
+ "\n",
+ "The first thing to do is to install and import Stim.\n",
+ "Thanks to the Python ecosystem, this is easy to do!\n",
+ "Stim is available as a [PyPI](https://pypi.org/project/stim/) package, and can be installed using `pip install stim` and then imported with `import stim` (just like any other python package)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "fMf_vlB7D6fR"
+ },
+ "outputs": [],
+ "source": [
+ "!pip install stim~=1.14\n",
+ "!pip install numpy~=1.0 # 1.0 instead of 2.0 for pymatching compatibility later\n",
+ "!pip install scipy"
]
- },
- "execution_count": 4,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "circuit"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "vah6-5YpGdaG"
- },
- "source": [
- "You can also use the `circuit.diagram` method to get an annotated text diagram of the circuit:"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 5,
- "metadata": {
- "colab": {
- "base_uri": "https://localhost:8080/"
},
- "id": "UP84FdeWGodO",
- "outputId": "9b6d4b2f-1cb9-4941-d533-db148aaaf86f"
- },
- "outputs": [
{
- "data": {
- "text/html": [
- "
"
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "P0lD6ilJD8Pi",
+ "outputId": "79a7cd42-9677-46f7-df1e-1cd4a518f601"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "1.14.0\n"
+ ]
+ }
],
- "text/plain": [
- "q0: -H-@-M:rec[0]-\n",
- " |\n",
- "q1: ---X-M:rec[1]-"
+ "source": [
+ "import stim\n",
+ "print(stim.__version__)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "vah6-5YpGdaG"
+ },
+ "source": [
+ "\n",
+ "# 3. Create a simple circuit, and sample from it\n",
+ "\n",
+ "In Stim, circuits are instances of the `stim.Circuit` class. You create a new empty circuit with `stim.Circuit()`, and add operations to it by calling `circuit.append(name_of_gate, list_of_targets)`.\n",
+ "\n",
+ "You can find the name of the gate you want from the [Stim gates reference](https://github.com/quantumlib/Stim/blob/main/doc/gates.md). Most of them are straightforward, like \"H\" for the Hadamard gate. Targets are just a number indicating a qubit. There's a qubit `0`, a qubit `1`, etc.\n",
+ "\n",
+ "The first circuit you'll make is a circuit that prepares a [Bell pair](https://en.wikipedia.org/wiki/Bell_state) and then measures it:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "id": "UP84FdeWGodO"
+ },
+ "outputs": [],
+ "source": [
+ "circuit = stim.Circuit()\n",
+ "\n",
+ "# First, the circuit will initialize a Bell pair.\n",
+ "circuit.append(\"H\", [0])\n",
+ "circuit.append(\"CNOT\", [0, 1])\n",
+ "\n",
+ "# Then, the circuit will measure both qubits of the Bell pair in the Z basis.\n",
+ "circuit.append(\"M\", [0, 1])"
]
- },
- "execution_count": 5,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "circuit.diagram()"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "vah6-5YpGdaG"
- },
- "source": [
- "There's also other types diagrams. For example, specifying `timeline-svg` will return a Scalable Vector Graphics picture of the circuit instead of a text diagram:"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 6,
- "metadata": {
- "colab": {
- "base_uri": "https://localhost:8080/"
},
- "id": "UP84FdeWGodO",
- "outputId": "9b6d4b2f-1cb9-4941-d533-db148aaaf86f"
- },
- "outputs": [
{
- "data": {
- "image/svg+xml": [
- ""
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "ySG_dqfQ-qOQ"
+ },
+ "source": [
+ "Stim has a few ways to look at the circuits you've made. The circuit's `repr` is an expression that recreates the circuit using [Stim's circuit file syntax](https://github.com/quantumlib/Stim/blob/main/doc/file_format_stim_circuit.md):"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "outputId": "9b6d4b2f-1cb9-4941-d533-db148aaaf86f",
+ "id": "L51yrzUW-qOQ"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "stim.Circuit('''\n",
+ " H 0\n",
+ " CX 0 1\n",
+ " M 0 1\n",
+ "''')"
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
],
- "text/plain": [
- ""
+ "source": [
+ "circuit"
]
- },
- "execution_count": 6,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "circuit.diagram('timeline-svg')"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "5dRl_-WZHDP2"
- },
- "source": [
- "Anyways, let's stop looking at your circuit and start using it. You can sample from the circuit by using the `circuit.compile_sampler()` method to get a sampler object, and then calling `sample` on that object.\n",
- "\n",
- "Try taking 10 shots from the circuit:"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 7,
- "metadata": {
- "colab": {
- "base_uri": "https://localhost:8080/"
},
- "id": "sJVtzniUHL1X",
- "outputId": "2b54c59c-0d0a-492f-fae7-87f4751f8415"
- },
- "outputs": [
{
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "[[False False]\n",
- " [ True True]\n",
- " [False False]\n",
- " [False False]\n",
- " [ True True]\n",
- " [False False]\n",
- " [ True True]\n",
- " [False False]\n",
- " [False False]\n",
- " [ True True]]\n"
- ]
- }
- ],
- "source": [
- "sampler = circuit.compile_sampler()\n",
- "print(sampler.sample(shots=10))"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "D5KUSysIJB5g"
- },
- "source": [
- "Notice how there are ten rows (because you took ten shots) with two results per row (because there were two measurements in the circuit).\n",
- "Also notice how the results are random from row to row, but always agree within each row.\n",
- "That makes sense; that's what's supposed to happen when you repeatedly prepare and measure the |00> + |11> state."
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "zX7ZyHVAHfF_"
- },
- "source": [
- "\n",
- "# 4. Add detector annotations to a circuit, and sample them.\n",
- "\n",
- "Stim circuits can include error correction annotations.\n",
- "In particular, you can annotate that certain sets of measurements can be used to detect errors.\n",
- "For example, in the circuit you created above, the two measurement results should always be equal.\n",
- "You can tell Stim you care about that by adding a `DETECTOR` annotation to the circuit.\n",
- "\n",
- "The `DETECTOR` annotation will take two targets: the two measurements whose parity you are asserting should be consistent from run to run. You point at the measurements by using the `stim.target_rec` method (short for \"target measurement record\"). The most recent measurement is `stim.target_rec(-1)` (also known as `rec[-1]` in stim's circuit language), and the second most recent measurement is `stim.target_rec(-2)`:"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 8,
- "metadata": {
- "colab": {
- "base_uri": "https://localhost:8080/"
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "D-RpRUTw-qOQ"
+ },
+ "source": [
+ "You can also use the `circuit.diagram` method to get an annotated text diagram of the circuit:"
+ ]
},
- "id": "GxViFukZIVI4",
- "outputId": "218d0843-da8c-482a-d736-242b918aabc0"
- },
- "outputs": [
{
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "stim.Circuit('''\n",
- " H 0\n",
- " CX 0 1\n",
- " M 0 1\n",
- " DETECTOR rec[-1] rec[-2]\n",
- "''')\n"
- ]
- }
- ],
- "source": [
- "# Indicate the two previous measurements are supposed to consistently agree.\n",
- "circuit.append(\"DETECTOR\", [stim.target_rec(-1), stim.target_rec(-2)])\n",
- "print(repr(circuit))"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "tEz4G3OjI164"
- },
- "source": [
- "A slightly subtle point about detectors is that they only assert that the parity of the measurements is *always the same under noiseless execution*.\n",
- "A detector doesn't say whether the parity should be even or should be odd, only that it should always be the same.\n",
- "You annotate that a pair of measurements is always different in the same way that you annotate that a pair of measurements is always the same; it's the *consistency* that's key.\n",
- "\n",
- "Anyways, now that you've annotated the circuit with a detector, you can sample from the circuit's detectors instead of sampling from its measurements.\n",
- "You do that by creating a detector sampler, using the `compile_detector_sampler` method, and then calling `sample` on it."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 9,
- "metadata": {
- "colab": {
- "base_uri": "https://localhost:8080/"
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "outputId": "9b6d4b2f-1cb9-4941-d533-db148aaaf86f",
+ "id": "_75gRftr-qOQ"
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "