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EXPLOITING LOWER PRECISION ARITHMETIC IN SOLVING SYMMETRIC POSITIVE DEFINITE LINEAR SYSTEMS AND LEAST SQUARES PROBLEMS

SIAM JOURNAL ON SCIENTIFIC COMPUTING(2021)

Cited 22|Views17
Key words
symmetric positive definite matrix,Cholesky factorization,diagonal scaling,half precision arithmetic,mixed precision,bfloat16,fp16,overflow,underflow,iterative refinement,linear system,least squares problem,normal equations,GMRES,conjugate gradient method,preconditioning
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