Hypergraphes de Petersen! Hypergraphes de Moore?
RésuméOn étudie ici des sous structures des plan projectifs finis Pg(2,n) oú n est impair. Dans ceux-ci les (n + 1)-arcs induisent une décomposition canonique.Soit E l'ensemble des points, D celui des droites, appelons X l'ensemble des points d'un (n+1)-arc.
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Link Prediction in Heterogeneous Information Networks: Improved Hypergraph Convolution with Adaptive Soft Voting. [PDF]
Zhang S +6 more
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Hyper-MDR: An open-world multimodal reasoning framework based on dynamic hypergraph and meta-strategy optimization. [PDF]
Shi J, Huang X, Yuan L.
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Strategy evolution on temporal hypergraphs. [PDF]
Wang X, Zhou L, McAvoy A, Tian Z, Li A.
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Identifying Metabolite-Disease Associations via Messaging in Hypergraphs. [PDF]
Xiao F, Ran Y, Li Z.
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Root-associated protein prediction using a protein large language model and hypergraph convolutional networks. [PDF]
Chen L, Xun X, Zhou B.
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Higher-order Interaction Matters: Modeling Epidemics via Dynamic Hypergraph Neural Networks. [PDF]
Liu S +5 more
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ONCOPLEX: an oncology-inspired hypergraph model integrating diverse biological knowledge for cancer driver gene prediction. [PDF]
Alotaibi EM, Alkhnbashi OS, Tran VD.
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SynergyGraph: predicting cell line specific drug combination synergy scores using knowledge graph representation and hypergraph modeling. [PDF]
Mehrabani M +5 more
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