An introduction to measure chain (time scale) theory with emphasis on
its usefulness in allowing for the simultaneous development of
differential equations and difference equations. Motivating the subject
is the notion that dynamic equations on measure chains can build bridges
between continuous and discrete mathematics. The study of measure chain
theory has also led to applications in the study of insect population
models, neural networks, heat transfer, epidemic models. This book may
stimulate the development of new kinds of equations with potentially new
applications. Includes examples, exercises, solutions.