Random Walks and Electric Networks
by Peter G. Doyle, J. Laurie Snell
Publisher: Dartmouth College 2006
Number of pages: 118
In this work we will look at the interplay of physics and mathematics in terms of an example where the mathematics involved is at the college level. The example is the relation between elementary electric network theory and random walks.
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by John W. Chinneck - Carleton University
This is a complete, yet compact, introductory survey text on the major topics in optimization. The material is written at the introductory level, assuming no more knowledge than high school algebra. Most concepts are developed from scratch.
by Paul H. Dietz
An introductory electrical engineering course based totally on projects, yet with a sound theoretical underpinning. Each chapter begins with a problem, followed by a discussion of the background material needed to solve the problem.
by Woon Seng Gan, Jung-Woo Choi (eds) - MDPI AG
This special issue compiles some of the latest state-of-the-art research works in the area of spatial audio and it serves as a good reference for both undergraduate and postgraduate students, and to researchers working in this exciting area.
by Louis Scharf - Connexions
The book is written for an experimental freshman course at the University of Colorado. We wanted to pique student' interest in engineering by providing with exposure to the types of problems that electrical and computer engineers are asked to solve.