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Abstract algebra / Biconjugate gradient stabilized method / Lattice / Preconditioner / Dirac equation / Quasigroup / Conjugate gradient method / OpenMP / Krylov subspace / Numerical linear algebra / Algebra / Mathematics


AICS TECHNICAL Report N0Block BiCGStab for lattice QCD on the K computer
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Document Date: 2014-12-02 00:32:04


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City

Kobe / /

Company

Wilson / AEE / /

Country

Japan / /

/

Facility

H. Suno∗ RIKEN Advanced Institute / RIKEN Advanced Institute / Hiroshima University / Japan Y. Nakamura RIKEN Advanced Institute / University of Tsukuba / Y. Kuramashi RIKEN Advanced Institute / /

IndustryTerm

software pipelining / approximative solutions / /

Organization

Graduate School / By H. Suno* / Y. Nakamura / K.-I. Ishikawa / and Y. Kuramashi RIKEN Advanced Institute for Computational Science / Center for Computational Science / University of Tsukuba / U.S. Securities and Exchange Commission / RIKEN Advanced Institute for Computational Science / RIKEN Nishina Center / Hiroshima University / Hiroshima / /

Person

DEO DOE DOO / /

Position

forward / Corresponding Author / /

ProgrammingLanguage

K / L / /

Technology

2.0GHz SPARC64 VIIIfx processor / 82944 computa5 Algorithm / block BiCGStab algorithm / simulation / 1 Block BiCGStab algorithm / nested BiCGStab algorithm / /

SocialTag