Please use this identifier to cite or link to this item: http://oaps.umac.mo/handle/10692.1/359
Title: Efficient Higher Order Self Attention Via Tensor Operations With Topology Enhanced Graph Neural Network For Molecular Graph Classification
Authors: CHOI, WAN IOI(蔡昀叡)
Department: Department of Mathematics
Keywords: self attention
tensor decomposition
molecular property prediction
graph neural network
cell complex
Issue Date: 2024
Citation: CHOI, W.I. (2024). Efficient Higher Order Self Attention Via Tensor Operations With Topology Enhanced Graph Neural Network For Molecular Graph Classification (Outstanding Academic Papers by Students (OAPS)). Retrieved from University of Macau, Outstanding Academic Papers by Students Repository.
Abstract: We modify a recently proposed higher order generalization of self attention mechanism and reduce its time complexity using tensor operations. Then the modified higher order self attention is applied to a graph neural network with a novel structural encoding based on cell complex from algebraic topology. Experiments on molecular graph benchmarks show that our modified higher order self attention is more efficient than the original higher order self attention, and our proposed structural encoding improves the performance of the graph neural network.
Instructor: Prof. Kou Kit Ian
Programme: Bachelor of Science in Mathematics (Mathematics and Applications Stream)
URI: http://oaps.umac.mo/handle/10692.1/359
Appears in Collections:FST OAPS 2024



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