2008Birkhäuser Basel eBooksRequires access

Factorization Algorithm for Some Special Matrix Functions

Ana C. Conceição, Viktor G. Kravchenko

Open publisher page 3 citations

Abstract

We will see that it is possible to construct an algorithm that allows us to determine an effective factorization of some matrix functions. For those matrix functions it is shown that its explicit factorization can be obtained through the solutions of two non-homogeneous equations.

About this research paper

What this paper is about

We will see that it is possible to construct an algorithm that allows us to determine an effective factorization of some matrix functions. For those matrix functions it is shown that its explicit factorization can be obtained through the solutions of two non-homogeneous equations.

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OpenAlex reports 3 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

We will see that it is possible to construct an algorithm that allows us to determine an effective factorization of some matrix functions. For those matrix functions it is shown that its explicit factorization can be obtained through the solutions of two non-homogeneous equations.

Key concepts: Dixon's factorization method, Factorization, Incomplete LU factorization, Matrix decomposition, Matrix (chemical analysis), Homogeneous, Construct (python library), Incomplete Cholesky factorization

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