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Special Volume: Foundations of Computational Mathematics Ciarlet Volume 11

£93.49

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Product Description

Special Volume: Foundations of Computational Mathematics

Phillipe G. Ciarlet (Author)

9780444512475, Elsevier Science

Hardback, published 30 May 2003

536 pages

24.4 x 17.5 x 3.1 cm, 1.23 kg

\""...A clear and detailed overview of the concepts, methods and problems encountered using numerical path following.\"" -- Newsletter on Computational and Applied Mathematics

\""...this is an immensely thorough text, densely filled...\"" -- Ultramiscroscopy

\"".....the volume would be a delight to the mathematically-oriented readers...\"" --Karmeshu and S Balasundaram, Journal of Scientific and Industrial Research

From geometric integration and its applications, and linear programming and condition numbers under the real number computational model, to chaos in finite difference schemes, these essays explore the foundational issues of computational mathematics.

Subject Areas: Science: general issues [PD], Applied mathematics [PBW], Numerical analysis [PBKS]

Special Volume: Foundations of Computational Mathematics Ciarlet Volume 11

Special Volume: Foundations of Computational Mathematics

Phillipe G. Ciarlet (Author)

9780444512475, Elsevier Science

Hardback, published 30 May 2003

536 pages

24.4 x 17.5 x 3.1 cm, 1.23 kg

\""...A clear and detailed overview of the concepts, methods and problems encountered using numerical path following.\"" -- Newsletter on Computational and Applied Mathematics

\""...this is an immensely thorough text, densely filled...\"" -- Ultramiscroscopy

\"".....the volume would be a delight to the mathematically-oriented readers...\"" --Karmeshu and S Balasundaram, Journal of Scientific and Industrial Research

From geometric integration and its applications, and linear programming and condition numbers under the real number computational model, to chaos in finite difference schemes, these essays explore the foundational issues of computational mathematics.

Subject Areas: Science: general issues [PD], Applied mathematics [PBW], Numerical analysis [PBKS]

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