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Semiiterative methods for linear equations

D. van BanK. MoszyńskiA. Pokrzywa — 1992

Mathematica Applicanda

The authors consider the numerical solution of Ax=f, where A is a bounded invertible linear operator in a complex Banach space, (i) using only premultiplication of vectors by A and (ii) forming linear combinations of known vectors. Essentially, this involves the approximation of A^(−1) by polynomials in A. Several methods of computing this approximation are investigated.

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