PEQUAN Team
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Before that, Software Engineer for Intel Corporation. Member of the Numerics team. student under Florent de Dinechin. The subject of my Ph. Has been the correct rounding. Or like the testing of exact cases.
The main objective of this project is to write code generators for mathematical functions and filters. More details, and the source code, by following this link. More details, and the source code, by following this link.
Ses thèmes de recherche sont la haute performance et la précision des calculs sur ordinateurs.
Of the Computer Science Laboratory LIP6. The main goal of the team is to solve algebraic systems of equations and their applications. Random generation of combinatorial structures.
The Department of Scientific Computing covers both symbolic and numerical computations. This department is organized in two teams. The scientific activity is divided into two projects and four actions presented below. Performance et Qualité des Algorithmes Numériques. Systèmes Polynomiaux, Implantations et Résolutions Algébriques.
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PEQUAN TeamDESCRIPTION
PEQUAN Performance and Quality of Numerical Algorithms. Scientific Leader Stef Graillat. Whose acrynom means Performance and Quality of Numerical Algorithms is a team of the department of Scientific Computing. Of the Computer Science Laboratory LIP6. The domain of the PEQUAN team deals with computer arithmetic and scientific computing. The skills of the team cover. The development of numerical algorithms using floating point or fixed point arithmetic and their numerical validation,.PARSED CONTENT
The domain has the following on the web page, "PEQUAN Performance and Quality of Numerical Algorithms." We analyzed that the web page also said " Scientific Leader Stef Graillat." It also stated " Whose acrynom means Performance and Quality of Numerical Algorithms is a team of the department of Scientific Computing. Of the Computer Science Laboratory LIP6. The domain of the PEQUAN team deals with computer arithmetic and scientific computing. The skills of the team cover. The development of numerical algorithms using floating point or fixed point arithmetic and their numerical validation,."SEEK OTHER WEB SITES
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