torch_geometric.nn.aggr.LCMAggregation
- class LCMAggregation(in_channels: int, out_channels: int, project: bool = True)[source]
Bases:
AggregationThe Learnable Commutative Monoid aggregation from the “Learnable Commutative Monoids for Graph Neural Networks” paper, in which the elements are aggregated using a binary tree reduction with \(\mathcal{O}(\log |\mathcal{V}|)\) depth.
Note
LCMAggregationrequires sorted indicesindexas input. Specifically, if you use this aggregation as part ofMessagePassing, ensure thatedge_indexis sorted by destination nodes, either by manually sorting edge indices viasort_edge_index()or by callingtorch_geometric.data.Data.sort().Warning
LCMAggregationis not a permutation-invariant operator.- Parameters:
- forward(x: Tensor, index: Optional[Tensor] = None, ptr: Optional[Tensor] = None, dim_size: Optional[int] = None, dim: int = -2, max_num_elements: Optional[int] = None) Tensor[source]
Forward pass.
- Parameters:
x (torch.Tensor) – The source tensor.
index (torch.Tensor, optional) – The indices of elements for applying the aggregation. One of
indexorptrmust be defined. (default:None)ptr (torch.Tensor, optional) – If given, computes the aggregation based on sorted inputs in CSR representation. One of
indexorptrmust be defined. (default:None)dim_size (int, optional) – The size of the output tensor at dimension
dimafter aggregation. (default:None)dim (int, optional) – The dimension in which to aggregate. (default:
-2)max_num_elements (
Optional[int], default:None) – (int, optional): The maximum number of elements within a single aggregation group. (default:None)
- Return type: