- ホーム
- > 洋書
- > 英文書
- > Science / Mathematics
Full Description
This advanced research monograph is devoted to the Wiener-Hopf technique, a function-theoretic method that has found applications in a variety of fields, most notably in analytical studies of diffraction and scattering of waves. It provides a comprehensive treatment of the subject and covers the latest developments, illustrates the wide range of possible applications for this method, and includes an extensive outline of the most powerful analytical tool for the solution of diffraction problems.
This will be an invaluable compendium for scientists, engineers and applied mathematicians, and will serve as a benchmark reference in the field of theoretical electromagnetism for the foreseeable future.
Contents
Part 1: Mathematical Aspects
Chapter 1: Forms of Wiener-Hopf equations
Chapter 2: The exact solution of Wiener-Hopf equations
Chapter 3: Functions decomposition and factorization
Chapter 4: Exact matrix factorization
Chapter 5: Approximate solution: The Fredholm factorization
Chapter 6: Approximate solutions: Some particular techniques
Part 2: Applications
Chapter 7: The half-plane problem
Chapter 8: Planar discontinuities in stratified media
Chapter 9: Wiener-Hopf analysis of waveguide discontinuities
Chapter 10: Further applications of the W-H technique



