Bellen A Numerical Methods for Delay Differential Equations 2003
Category: eBooks
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- date: 7 January 2023
- posted by: BeMyLove
Bellen A Numerical Methods for Delay Differential Equations 2003 | 15.08 MB
English | 412 Pages
Title: Untitled
Author: Uri M. Ascher
Year: 2008
Description:
Mathematical models involving evolutionary partial differential equations (PDEs) as well as ordinary differential equations (ODEs) arise in diverse applications such as fluid flow, image processing and computer vision, physics-based animation, mechanical systems, relativity, earth sciences, and mathematical finance. This text develops, analyses, and applies numerical methods for evolutionary, or time-dependent, differential problems. Both PDEs and ODEs are discussed from a unified view. The author emphasises finite difference and finite volume methods, specifically their principled derivation, stability, accuracy, efficient implementation, and practical performance in various fields of science and engineering. Smooth and non-smooth solutions for hyperbolic PDEs, parabolic-type PDEs, and initial value ODEs are treated, and a practical introduction to geometric integration methods is also included. The author bridges theory and practice by developing algorithms, concepts, and analysis from basic principles while discussing efficiency and performance issues, and demonstrating methods through examples and case studies from numerous application areas.
DOWNLOAD:
https://rapidgator.net/file/c1339ed338fb55582aece5b704d50718/Bellen_A._Numerical_Methods_for_Delay_Differential_Equations_2003.rar
https://uploadgig.com/file/download/7d8385ceA0165da6/Bellen_A._Numerical_Methods_for_Delay_Differential_Equations_2003.rar
Mathematical models involving evolutionary partial differential equations (PDEs) as well as ordinary differential equations (ODEs) arise in diverse applications such as fluid flow, image processing and computer vision, physics-based animation, mechanical systems, relativity, earth sciences, and mathematical finance. This text develops, analyses, and applies numerical methods for evolutionary, or time-dependent, differential problems. Both PDEs and ODEs are discussed from a unified view. The author emphasises finite difference and finite volume methods, specifically their principled derivation, stability, accuracy, efficient implementation, and practical performance in various fields of science and engineering. Smooth and non-smooth solutions for hyperbolic PDEs, parabolic-type PDEs, and initial value ODEs are treated, and a practical introduction to geometric integration methods is also included. The author bridges theory and practice by developing algorithms, concepts, and analysis from basic principles while discussing efficiency and performance issues, and demonstrating methods through examples and case studies from numerous application areas.
DOWNLOAD:
https://rapidgator.net/file/c1339ed338fb55582aece5b704d50718/Bellen_A._Numerical_Methods_for_Delay_Differential_Equations_2003.rar
https://uploadgig.com/file/download/7d8385ceA0165da6/Bellen_A._Numerical_Methods_for_Delay_Differential_Equations_2003.rar
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