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Beiträge Zur Numerischen Mathematik. Band 11
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ISBN: 348699297X Year: 1976 Publisher: München, Germany : R. Oldenbourg Verlag,

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Beiträge Zur Numerischen Mathematik. Band 9
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ISBN: 3486992937 Year: 1981 Publisher: Berlin, Germany : Walter de Gruyter GmbH,

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Beiträge Zur Numerischen Mathematik.
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ISBN: 3486992953 Year: 1981 Publisher: Berlin : VEB Deutscher Verlag der Wissenschaften, Berlin,

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Beiträge Zur Numerischen Mathematik. Band 2
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ISBN: 3486992759 Year: 1974 Publisher: München, Germany : R. Oldenbourg Verlag,

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Beiträge Zur Numerischen Mathematik. Band 8
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ISBN: 3486992910 Year: 1980 Publisher: München, Germany : R. Oldenbourg Verlag,

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Beiträge Zur Numerischen Mathematik. Band 1
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ISBN: 3486992732 Year: 1974 Publisher: München, Germany : R. Oldenbourg Verlag,

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Beiträge Zur Numerischen Mathematik. Band 4
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ISBN: 3486992791 Year: 1975 Publisher: München, Germany : R. Oldenbourg Verlag,

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Variational Integrators and Generating Functions for Stochastic Hamiltonian Systems
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ISBN: 1000007007 386644155X Year: 2007 Publisher: KIT Scientific Publishing

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In this work, the stochastic version of the variational principle is established, important for stochastic symplectic integration, and for structure-preserving algorithms of stochastic dynamical systems. Based on it, the stochastic variational integrators in formulation of stochastic Lagrangian functions are proposed, and some applications to symplectic integrations are given. Three types of generating functions in the cases of one and two noises are discussed for constructing new schemes.

Computational theory of iterative methods
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ISBN: 1281189189 9786611189181 0080560709 0444531629 9780444531629 9780080560700 9781281189189 6611189181 Year: 2007 Volume: 15 Publisher: Amsterdam ; London : Elsevier,

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The book is designed for researchers, students and practitioners interested in using fast and efficient iterative methods to approximate solutions of nonlinear equations. The following four major problems are addressed. Problem 1: Show that the iterates are well defined. Problem 2: concerns the convergence of the sequences generated by a process and the question of whether the limit points are, in fact solutions of the equation. Problem 3: concerns the economy of the entire operations. Problem 4: concerns with how to best choose a method, algorithm or software program to solve a specific type


Periodical
Foundations of computational mathematics
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ISSN: 16153375 Publisher: New York, N.Y.

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