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from typing import Tuple | ||
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import torch | ||
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from crystal_diffusion.utils.neighbors import get_periodic_adjacency_information, \ | ||
shift_adjacency_matrix_indices_for_graph_batching | ||
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def get_adj_matrix(positions: torch.Tensor, | ||
basis_vectors: torch.Tensor, | ||
radial_cutoff: float = 4.0) -> Tuple[torch.Tensor, torch.Tensor, torch.Tensor, torch.Tensor]: | ||
"""Create the adjacency and shift matrices. | ||
Args: | ||
positions : atomic positions, assumed to be within the unit cell, in Euclidean coordinates. | ||
Dimension [batch_size, max_number_of_atoms, 3] | ||
basis_vectors : vectors that define the unit cell, (a1, a2, a3). The basis vectors are assumed | ||
to be vertically stacked, namely | ||
[-- a1 --] | ||
[-- a2 --] | ||
[-- a3 --] | ||
Dimension [batch_size, 3, 3]. | ||
radial_cutoff : largest distance between neighbors. | ||
Returns: | ||
adjacency matrix: The (src, dst) node indices, as a [2, num_edge] tensor, | ||
shift matrix: The lattice vector shifts between source and destination, as a [num_edge, 3] tensor | ||
batch_indices: for each node, this indicates which batch item it originally belonged to. | ||
number_of_edges: for each element in the batch, how many edges belong to it | ||
""" | ||
batch_size, number_of_atoms, spatial_dimensions = positions.shape | ||
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adjacency_info = get_periodic_adjacency_information(positions, basis_vectors, radial_cutoff) | ||
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# The indices in the adjacency matrix must be shifted to account for the batching | ||
# of multiple distinct structures into a single disconnected graph. | ||
adjacency_matrix = adjacency_info.adjacency_matrix | ||
number_of_edges = adjacency_info.number_of_edges | ||
shifted_adjacency_matrix = shift_adjacency_matrix_indices_for_graph_batching(adjacency_matrix, | ||
number_of_edges, | ||
number_of_atoms) | ||
shifts = adjacency_info.shifts | ||
batch_indices = adjacency_info.node_batch_indices | ||
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number_of_edges = adjacency_info.number_of_edges | ||
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return shifted_adjacency_matrix, shifts, batch_indices, number_of_edges |
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