This book is based on three undergraduate and postgraduate courses taught by the author on Matrix theory, Probability theory and Antenna theory over the past several years. It discusses Matrix theory, Probability theory and Antenna theory with solved problems. It will be useful to undergraduate and postgraduate students of Electronics and Communications Engineering. Print edition not for sale in South Asia (India, Sri Lanka, Nepal, Bangladesh, Pakistan and Bhutan).
This book is based on three undergraduate and postgraduate courses taught by the author on Matrix theory, Probability theory and Antenna theory over the past several years.
It discusses Matrix theory, Probability theory and Antenna theory with solved problems. It will be useful to undergraduate and postgraduate students of Electronics and Communications Engineering.
Print edition not for sale in South Asia (India, Sri Lanka, Nepal, Bangladesh, Pakistan and Bhutan).
Harish Parthasarathy received B.tech degree in Electrical Engineering from IIT Kanpur and his Phd degree in Signal Processing from IIT Delhi in 1994. He worked as a visiting fellow in the Indian Institute of Astro Physics, Bangalore from 1993 to 1994. He has worked as a faculty in the Electrical Engineering departments at IIT Bombay and IIT Kanpur. Currently, he is a professor in the Electronics and Communication Division in NSIT, Delhi. He teaches courses on Signal processing Electromagnetics, transmission lines, wave guides & antennas and electives in quantum field theory, quantum robotics & quantum stochastic processes to undergraduate and postgraduate students. He has published over 70 papers in international journals and conferences and he has also published 12 books on variety of topics in mathematical physics, signal processing and antenna theory.
Inhaltsangabe
1. Matrix Theory 2. Probability Theory 3. Antenna Theory 4. Miscellaneous Problems 5. More Problems in Linear Algebra and Functional Analysis 6. Models for the Refractive Index of Materials and Liquids 7. More Problems in Probability Theory, Antennas and Refractive Index of Materials
1. Matrix Theory 2. Probability Theory 3. Antenna Theory 4. Miscellaneous Problems 5. More Problems in Linear Algebra and Functional Analysis 6. Models for the Refractive Index of Materials and Liquids 7. More Problems in Probability Theory, Antennas and Refractive Index of Materials
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