Modern Digital Design and Switching Theory is an important text that focuses on promoting an understanding of digital logic and the computer programs used in the minimization of logic expressions. Several computer approaches are explained at an elementary level, including the Quine-McCluskey method as applied to single and multiple output functions, the Shannon expansion approach to multilevel logic, the Directed Search Algorithm, and the method of Consensus.
Chapters 9 and 10 offer an introduction to current research in field programmable devices and multilevel logic synthesis. Chapter 9 covers more advanced topics in programmed logic devices, including techniques for input decoding and Field-Programmable Gate Arrays (FPGAs). Chapter 10 includes a discussion of boolean division, kernels and factoring, boolean tree structures, rectangle covering, binary decision diagrams, and if-then-else operators. Computer algorithms covered in these two chapters include weak division, iterative weak division, and kernel extraction by tabular methods and by rectangle covering theory.
Modern Digital Design and Switching Theory is an excellent textbook for electrical and computer engineering students, in addition to a worthwhile reference for professionals working with integrated circuits.

chapter 1|33 pages

Number Bases, Codes, and Binary Arithmetic

chapter 2|25 pages

Boolean Algebra and Implementation

chapter 3|32 pages

Boolean Algebra and Circuit Realizations

chapter 4|46 pages

Mapping Boolean Expressions

chapter 5|42 pages

Advanced Simplification Techniques

chapter 7|53 pages

Latches and Flip Flops

chapter 8|46 pages

Counters and Registers

chapter 9|56 pages

Application-Specific Integrated Circuits

chapter 10|66 pages

Multilevel Minimization