Towards a Reproducible Solution of Linear Systems | Zendy

Roman Iakymchuk | Zendy; Stef Graillat | Zendy; David Defour | Zendy; Erwin Laure | Zendy; Enrique S. Quintana–Ort́ı | Zendy

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Towards a Reproducible Solution of Linear Systems

Author(s) -

Roman Iakymchuk,

Stef Graillat,

David Defour,

Erwin Laure,

Enrique S. Quintana–Ort́ı

Publication year - 2017

Publication title -

hal (le centre pour la communication scientifique directe)

Language(s) - English

Resource type - Conference proceedings

Subject(s) - lu decomposition , linear system , computer science , linear algebra , factorization , matrix multiplication , modular design , linear scale , multiplication (music) , numerical linear algebra , system of linear equations , matrix decomposition , computation , focus (optics) , matrix (chemical analysis) , incomplete lu factorization , triangular matrix , scaling , theoretical computer science , algorithm , mathematics , materials science , mathematical analysis , optics , composite material , quantum , operating system , geometry , geodesy , quantum mechanics , eigenvalues and eigenvectors , physics , combinatorics , pure mathematics , invertible matrix , geography

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