Table of Contents

1: Mathematical Models of Electromagnetism
2: Functional Analysis and Abstract Error Estimates
3: Sobolev, Spaces, Vector Function Spaces and Regularity
4: Variational Theory for the Cavity Problem
5: Finite Elements on Tetrahedra
6: Finite Elements on Hexahedra
7: Finite Element Methods for the Cavity Problem
8: Topics Concerning Finite Elements
9: Classical Scattering Theory
10: A First Variational Method for the Scattering Problem
11: Scattering by a Bounded Inhomogeneity
12: Scattering by a Buried Object
13: Implementation and Algorithmic Development
14: Inverse Problems
Appendix

About the Author

Prof. P. Monk
Department of Mathematical Sciences
University of Delaware
Newark DE 19716
USA
Tel +1-302-831-1873
Fax +1-302-831-4511
monk@udel.edu


UNIDEL Professor of Mathematical Sciences, University of Delaware, USA

British, Shrewsbury UK, 18th December 1956

Reviews

... well-written ... a valuable reference for specialists interested in the mathematical theory of Maxwell's equations relevant to numerical analysis.
*Zentralblatt MATH*