Random krylov spaces over finite fields
Date
2003
Authors
Brent, Richard
Gao, Shuhong
Lauder, Alan G.B.
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Publisher
Society for Industrial and Applied Mathematics
Abstract
Motivated by a connection with block iterative methods for solving linear systems over finite fields, we consider the probability that the Krylov space generated by a fixed linear mapping and a random set of elements in a vector space over a finite field
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Keywords
Keywords: Boundary conditions; Iterative methods; Linear systems; Problem solving; Set theory; Theorem proving; Finite fields; Krylov spaces; Vectors Finite field; Krylov subspace; Linear transformation; Vector space
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Source
SIAM Journal on Discrete Mathematics
Type
Journal article
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Restricted until
2037-12-31
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