Download e-book for kindle: Acta Numerica 1996 (Volume 5) by Arieh Iserles

By Arieh Iserles

The 5th quantity of Acta Numerica offers "state of the paintings" research and methods in numerical arithmetic and clinical computing. This assortment encompasses numerous very important elements of numerical research, together with eigenvalue optimization; thought, algorithms and alertness of point set tools for propagating interfaces; hierarchical bases and the finite point process. it will likely be a helpful source for researchers during this vital box.

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Extra info for Acta Numerica 1996 (Volume 5)

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Rachford (1968), 'An approximate factoriz­ ation procedure for self­adjoint elliptic difference equations', SIAM J. Numer. Anal. 5, 559­573.  Rodriguez (1991), 'On the asymptotic exactness of error estimators for linear triangular finite elements', Numer. Math. 59, 107­127.  Rodriguez (1992), 'On the asymptotic exactness of Bank­Weiser's estimator', Numer. Math. 62, 297­303. V. Eijkhout and P. Vassilevski (1991), 'The role of the strengthened Cauchy­ Buniakowskii­Schwarz inequality in multilevel methods', SIAM Review 33, 405­419.

57, 1­21.  Xu (1990), 'Parallel multilevel preconditioners', Math.  55, 1­22.  R. Scott (1994), The Mathematical Theory of Finite Element Methods, Springer, Heidelberg. P. G. Ciarlet (1980), The Finite Element Method for Elliptic Problems, North­ Holland, Amsterdam. P. Deuflhard, P.  Yserentant (1989), 'Concepts of an adaptive hier­ archical finite element code', IMPACT of Comput. in Sci.  1, 3­35. T.  Rachford (1968), 'An approximate factoriz­ ation procedure for self­adjoint elliptic difference equations', SIAM J.

Math. 37, 387­404. J. , Harlow, UK. J. H. Bramble, J. E. Pasciak, J. Wang, and J. Xu (1991), 'Convergence estimate for product iterative methods with application to domain decomposition and multigrid', Math.  57, 1­21.  Xu (1990), 'Parallel multilevel preconditioners', Math.  55, 1­22.  R. Scott (1994), The Mathematical Theory of Finite Element Methods, Springer, Heidelberg. P. G. Ciarlet (1980), The Finite Element Method for Elliptic Problems, North­ Holland, Amsterdam. P. Deuflhard, P.  Yserentant (1989), 'Concepts of an adaptive hier­ archical finite element code', IMPACT of Comput.

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