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BLAST: Block-Level Adaptive Structured Matrices for Efficient Deep Neural Network Inference

Neural Information Processing Systems

To address these challenges, we introduce the Block-Level Adaptive STructured (BLAST) matrix, designed to learn and leverage efficient structures prevalent in the weight matrices of linear layers within deep learning models. Compared to existing structured matrices, the BLAST matrix offers substantial flexibility, as it can represent various types of structures that are either learned from data or computed from pre-existing weight matrices.




Graph Denoising Diffusion for Inverse Protein Folding

Neural Information Processing Systems

Moreover, we utilize amino acid replacement matrices for the diffusion forward process, encoding the biologically meaningful prior knowledge of amino acids from their spatial and sequential neighbors as well as themselves, which reduces the sampling space of the generative process.




ExploitingtheSurrogateGapinOnlineMulticlass Classification

Neural Information Processing Systems

In online multiclass classification a learner has to repeatedly predict the label that corresponds to a feature vector. Algorithms in this setting have a wide range of applications ranging from predicting the outcomes ofsport matches torecommender systems.