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Acta Numerica 1995: Volume 4: Acta Numerica, cartea 4

Editat de Arieh Iserles
en Limba Engleză Paperback – 10 aug 2011
Acta Numerica has established itself as the prime forum for the presentation of definitive reviews of numerical analysis topics. The invited review papers, by leaders in their respective fields, allow researchers and graduate students alike quickly to grasp trends and developments. Highlights of the 1995 issue include articles on sequential quadratic programming, mesh adaption, free boundary problems and particle methods in continuum computations.
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Specificații

ISBN-13: 9780521157582
ISBN-10: 0521157587
Pagini: 498
Dimensiuni: 25 x 244 x 170 mm
Greutate: 0.79 kg
Editura: Cambridge University Press
Colecția Cambridge University Press
Seria Acta Numerica

Locul publicării:New York, United States

Cuprins

1. Sequential quadratic programming Paul T. Boggs; 2. A taste of Padé approximation C. Brezinski and J. van Iseghem; 3. Introduction to adaptive methods for differential equations Kenneth Eriksson, Don Estep, Peter Hansbo and Claes Johnson; 4. Exact and approximate controllability for distributed parameter systems R. Glowinski and J. L. Lions; 5. Numerical solutions to free boundary problems Thomas Y. Hou; 6. Particle methods for the Boltzmann equation Helmut Neunzert and Jens Struckmeier; 7. The new QD algorithms Beresford N. Parlett.

Recenzii

Review of the hardback: 'Acta Numerica is a fine achievement and I think we can expect to see it for many years to come. It sets itself laudable and important goals and has, to a large extent, achieve them. I believe that the volumes are of enormous benefit to our subject … The editorial board should be applauded for having the vision and drive necessary to create and sustain such a high quality publication … No mathematics library is complete without this annual publication, and I urge everyone working in numerical mathematics and scientific computing to read it.' Andrew Stuart, SIAM Review

Descriere

Acta Numerica provides an annual compendium of the major advances in numerical mathematics.