Computational
cost of algorithms is an increasingly essential characteristic of algorithms. Matrix
multiplication is one good example of a computationally expensive process
applied in so many fields of AI. There were multiple attempts to optimize matrix
multiplication with fundamentally new ways to approach the problem in the past
decades. This paper is a pretty exciting review of significant developments in
computational linear algebra.
#linearalgebra #computationalcost #matrixmultiplication #tensors
https://www.quantamagazine.org/mathematicians-inch-closer-to-matrix-multiplication-goal-20210323/

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