This book developed from a course given by the author to
undergraduate and postgraduate students. It takes up Matrix Theory,
Antenna Theory, and Probability Theory in detail. The first chapter
on matrix theory discusses in reasonable depth the theory of Lie
Algebras leading upto Cartan's Classification Theory. It also
discusses some basic elements of Functional Analysis and Operator
Theory in infinite dimensional Banach and Hilbert spaces. The
second chapter discusses Basic Probability Theory and the topics
discussed find applications to Stochastic Filtering Theory for
differential equations driven by white Gaussian noise. The third
chapter is on Antenna Theory with a focus on Modern Quantum Antenna
Theory. The book will be a valuable resource to students and early
career researchers in the field of Mathametical Physics.
General
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