Mathematical Theory of Subdivision: Finite Element and Wavelet Methods (English Edition)

Mathematical Theory of Subdivision: Finite Element and Wavelet Methods (English Edition)

作者
Sandeep Kumar、Ashish Pathak、Debashis Khan
语言
英语
出版社
Chapman and Hall/CRC
出版日期
2019年7月9日
纸书页数
246页
电子书格式
epub,pdf,mobi,azw3,txt,fb2,djvu
文件大小
29206 KB
下载次数
1215
更新日期
2023-07-13
运行环境
PC/Windows/Linux/Mac/IOS/iPhone/iPad/iBooks/Kindle/Android/安卓/平板
内容简介

This book provides good coverage of the powerful numerical techniques namely, finite element and wavelets, for the solution of partial differential equation to the scientists and engineers with a modest mathematical background. The objective of the book is to provide the necessary mathematical foundation for the advanced level applications of these numerical techniques. The book begins with the description of the steps involved in finite element and wavelets-Galerkin methods. The knowledge of Hilbert and Sobolev spaces is needed to understand the theory of finite element and wavelet-based methods. Therefore, an overview of essential content such as vector spaces, norm, inner product, linear operators, spectral theory, dual space, and distribution theory, etc. with relevant theorems are presented in a coherent and accessible manner. For the graduate students and researchers with diverse educational background, the authors have focused on the applications of numerical techniques which are developed in the last few decades. This includes the wavelet-Galerkin method, lifting scheme, and error estimation technique, etc.

Features:

• Computer programs in Mathematica/Matlab are incorporated for easy understanding of wavelets.

• Presents a range of workout examples for better comprehension of spaces and operators.

• Algorithms are presented to facilitate computer programming.

• Contains the error estimation techniques necessary for adaptive finite element method.

This book is structured to transform in step by step manner the students without any knowledge of finite element, wavelet and functional analysis to the students of strong theoretical understanding who will be ready to take many challenging research problems in this area.

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