KOUYA Tomonori

Last updated: 11/11/13 22:07
 
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Name
KOUYA Tomonori
URL
http://na-inet.jp/
Affiliation
Shizuoka Institute of Science and Technology
Section
Faculty of Comprehensive Informatics, Department of Computer Science
Job title
Associate Professor
Degree
Ph.D(Nihon University)
Twitter ID
tkouya

Research Areas

 
 

Career

 
1999
   
 
- Lecturer, Shizuoka Institute of Science
 
 
   
 
and Technology
 

Academic Background

 
 
 - 
1997
Nihon University Graduate School, Division of Science and Engineering 
 
 
 - 
1991
Tokyo University of Science Faculty of Science and Engineering 
 

Misc

 
TOHYAMA Shun, KOUYA Tomonori
全国大会講演論文集   72(1) "1-569"-"1-570"   Mar 2010
遠山 瞬, 幸谷 智紀
The Bulletin of the Shizuoka Institute of Science and Technology   18 63-66   2010
金久保 正明, 幸谷 智紀, 宮岡 徹
The Bulletin of the Shizuoka Institute of Science and Technology   18 161-170   2010
Kouya Tomonori
Transactions of the Japan Society for Industrial and Applied Mathematics   19(3) 313-328   Sep 2009
Buttari et al. have proposed the mixed-precision iterative refinement method using the IEEE754 single- and double-precision arithmetic for solving linear systems of equations. Their benchmark tests show that their proposed method can obtain high performance on computation environment on which the performance of single-precision arithmetic can be higher than double-precison arithmetic. However, ...
Tomonori Kouya
IPSJ SIG Notes   2009(7) 1-6   Jun 2009
Buttari et al. have proposed the mixed precision iterative refinement using the IEEE754 single and double precision arithmetic for solving linear systems of equations. We broaden the scope of applications of the mixed precision iterative refinement by using a combination of double precision arithmetic and multiple precision arithmetic, and show that the new method has higher performance and yie...

Bibliography

 
幸谷 智紀, 國持 良行 (Part:Joint Work)
森北出版   Apr 2011   ISBN:4627052715

Research Projects (Competitive Research Funds)

 
Study on numerical properties for discrete Solutions of ordinary differential equations in multi-precision arithmetic environment
Study on Accurate and hiperformance numerical computation with PC Cluster and its related topics
Project Year: 2003   
Study on arbitrary precision computation based on empirical error estimation method (Classical Error Estimation, CEE)
Project Year: 2006