torch_geometric_signed_directed.data.signed.SignedData
Classes
A data object describing a homogeneous signed graph. |
Functions
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Inverts and square-roots a positive diagonal matrix. |
Module Contents
- sqrtinvdiag(M: scipy.sparse.spmatrix) scipy.sparse.csc_matrix
Inverts and square-roots a positive diagonal matrix.
- Parameters:
M (scipy sparse matrix) – matrix to invert
- Returns:
scipy sparse matrix of inverted square-root of diagonal
- class SignedData(x: torch_geometric.typing.OptTensor = None, edge_index: torch_geometric.typing.OptTensor = None, edge_attr: torch_geometric.typing.OptTensor = None, edge_weight: torch_geometric.typing.OptTensor = None, y: torch_geometric.typing.OptTensor = None, pos: torch_geometric.typing.OptTensor = None, A: torch_geometric.typing.Union[torch_geometric.typing.Tuple[scipy.sparse.spmatrix, scipy.sparse.spmatrix], scipy.sparse.spmatrix, None] = None, init_data: torch_geometric.data.Data | None = None, **kwargs)
Bases:
torch_geometric.data.DataA data object describing a homogeneous signed graph.
- Parameters:
x (Tensor, optional) – Node feature matrix with shape
[num_nodes, num_node_features]. (default:None)edge_index (LongTensor, optional) – Graph connectivity in COO format with shape
[2, num_edges]. (default:None)edge_attr (Tensor, optional) – Edge feature matrix with shape
[num_edges, num_edge_features]. (default:None)edge_weight (Tensor, optional) – Edge weights with shape
[num_edges,]. (default:None)y (Tensor, optional) – Graph-level or node-level ground-truth labels with arbitrary shape. (default:
None)pos (Tensor, optional) – Node position matrix with shape
[num_nodes, num_dimensions]. (default:None)A (sp.spmatrix or a tuple of sp.spmatrix, optional) – SciPy sparse adjacency matrix, or a tuple of the positive and negative parts. (default:
None)init_data (Data, optional) – Initial data object, whose attributes will be inherited. (default:
None)**kwargs (optional) – Additional attributes.
- A
- edge_weight
- edge_index
- num_nodes
- separate_positive_negative()
- clear_separate_attributes()
- to_unweighted()
- set_signed_Laplacian_features(k: int = 2)
generate the graph features using eigenvectors of the signed Laplacian matrix.
- Parameters:
k (int) – The dimension of the features. Default is 2.
- set_spectral_adjacency_reg_features(k: int = 2, normalization: int | None = None, tau_p=None, tau_n=None, eigens=None, mi=None)
generate the graph features using eigenvectors of the regularised adjacency matrix.
- Parameters:
k (int) – The dimension of the features. Default is 2.
normalization (string) – How to normalise for cluster size:
none: No normalization.
2.
"sym": Symmetric normalization \(\mathbf{A} <- \mathbf{D}^{-1/2} \mathbf{A} \mathbf{D}^{-1/2}\)3.
"rw": Random-walk normalization \(\mathbf{A} <- \mathbf{D}^{-1} \mathbf{A}\)"sym_sep": Symmetric normalization for the positive and negative parts separately."rw_sep": Random-walk normalization for the positive and negative parts separately.
tau_p (int) – Regularisation coefficient for positive adjacency matrix.
tau_n (int) – Regularisation coefficient for negative adjacency matrix.
eigens (int) – The number of eigenvectors to take. Defaults to k.
mi (int) – The maximum number of iterations for which to run eigenvlue solvers. Defaults to number of nodes.
- inherit_attributes(data: torch_geometric.data.Data)
- node_split(train_size: torch_geometric.typing.Union[int, float] = None, val_size: torch_geometric.typing.Union[int, float] = None, test_size: torch_geometric.typing.Union[int, float] = None, seed_size: torch_geometric.typing.Union[int, float] = None, train_size_per_class: torch_geometric.typing.Union[int, float] = None, val_size_per_class: torch_geometric.typing.Union[int, float] = None, test_size_per_class: torch_geometric.typing.Union[int, float] = None, seed_size_per_class: torch_geometric.typing.Union[int, float] = None, seed: List[int] = [], data_split: int = 2)
Train/Val/Test/Seed split for node classification tasks. The size parameters can either be int or float. If a size parameter is int, then this means the actual number, if it is float, then this means a ratio.
train_sizeortrain_size_per_classis mandatory, with the former regardless of class labels. Validation and seed masks are optional. Seed masks here masks nodes within the training set, e.g., in a semi-supervised setting as described in the SSSNET: Semi-Supervised Signed Network Clustering paper. If test_size and test_size_per_class are both None, all the remaining nodes after selecting training (and validation) nodes will be included.- Parameters:
data (torch_geometric.data.Data or DirectedData, required) – The data object for data split.
train_size (int or float, optional) – The size of random splits for the training dataset. If the input is a float number, the ratio of nodes in each class will be sampled.
val_size (int or float, optional) – The size of random splits for the validation dataset. If the input is a float number, the ratio of nodes in each class will be sampled.
test_size (int or float, optional) – The size of random splits for the validation dataset. If the input is a float number, the ratio of nodes in each class will be sampled. (Default: None. All nodes not selected for training/validation are used for testing)
seed_size (int or float, optional) – The size of random splits for the seed nodes within the training set. If the input is a float number, the ratio of nodes in each class will be sampled.
train_size_per_class (int or float, optional) – The size per class of random splits for the training dataset. If the input is a float number, the ratio of nodes in each class will be sampled.
val_size_per_class (int or float, optional) – The size per class of random splits for the validation dataset. If the input is a float number, the ratio of nodes in each class will be sampled.
test_size_per_class (int or float, optional) – The size per class of random splits for the testing dataset. If the input is a float number, the ratio of nodes in each class will be sampled. (Default: None. All nodes not selected for training/validation are used for testing)
seed_size_per_class (int or float, optional) – The size per class of random splits for seed nodes within the training set. If the input is a float number, the ratio of nodes in each class will be sampled.
seed (An empty list or a list with the length of data_split, optional) – The random seed list for each data split.
data_split (int, optional) – number of splits (Default : 2)
- link_split(size: int = None, splits: int = 2, prob_test: float = 0.15, prob_val: float = 0.05, task: str = 'sign', seed: int = 0, ratio: float = 1.0, maintain_connect: bool = False, device: str = 'cpu') dict
Get train/val/test dataset for the link sign prediction task.
- Arg types:
data (torch_geometric.data.Data or DirectedData object) - The input dataset.
prob_val (float, optional) - The proportion of edges selected for validation (Default: 0.05).
prob_test (float, optional) - The proportion of edges selected for testing (Default: 0.15).
splits (int, optional) - The split size (Default: 10).
size (int, optional) - The size of the input graph. If none, the graph size is the maximum index of nodes plus 1 (Default: None).
task (str, optional) - The evaluation task: four_class_signed_digraph (four-class sign and direction prediction); five_class_signed_digraph (five-class sign, direction and existence prediction); sign (link sign prediction). (Default: ‘sign’)
seed (int, optional) - The random seed for positve edge selection (Default: 0). Negative edges are selected by pytorch geometric negative_sampling.
maintain_connect (bool, optional) - If maintaining connectivity when removing edges for validation and testing. The connectivity is maintained by obtaining edges in the minimum spanning tree/forest first. These edges will not be removed for validation and testing. (Default: False).
ratio (float, optional) - The maximum ratio of edges used for dataset generation. (Default: 1.0)
device (int, optional) - The device to hold the return value (Default: ‘cpu’).
- Return types:
datasets - A dict include training/validation/testing splits of edges and labels. For split index i:
datasets[i][‘graph’] (torch.LongTensor): the observed edge list after removing edges for validation and testing.
datasets[i][‘train’/’val’/’testing’][‘edges’] (List): the edge list for training/validation/testing.
datasets[i][‘train’/’val’/’testing’][‘label’] (List): the labels of edges:
- If task == “four_class_signed_digraph”: 0 (the positive directed edge exists in the graph),
1 (the negative directed edge exists in the graph), 2 (the positive edge of the reversed direction exists), 3 (the edge of the reversed direction exists). The undirected edges in the directed input graph are removed to avoid ambiguity.
- If task == “five_class_signed_digraph”: 0 (the positive directed edge exists in the graph),
1 (the negative directed edge exists in the graph), 2 (the positive edge of the reversed direction exists), 3 (the edge of the reversed direction exists), 4 (the edge doesn’t exist in both directions). The undirected edges in the directed input graph are removed to avoid ambiguity.
If task == “sign”: 0 (negative edge), 1 (positive edge).