Logo

Foundations of Computer Science: C Edition

Large book cover: Foundations of Computer Science: C Edition

Foundations of Computer Science: C Edition
by

Publisher: W. H. Freeman
ISBN/ASIN: 0716782847
ISBN-13: 9780716782841
Number of pages: 786

Description:
Aho and Ullman have created a C version of their groundbreaking text. As in that text, this book combines the theoretical foundations of computing with essential discrete mathematics. It follows the same organizations as its predecessor, with all examples and exercises in C.

Home page url

Download or read it online for free here:
Download link
(multiple PDF files)

Similar books

Book cover: A Computer Science Tapestry: Exploring Computer Science with C++A Computer Science Tapestry: Exploring Computer Science with C++
by - McGraw - Hill
This book is designed for a first course in computer science that uses C++ as the programming language. The goal was to leverage the best features of the language using sound practices of programming and pedagogy in the study of computer science.
(24526 views)
Book cover: Foundations of Computer ScienceFoundations of Computer Science
by
This text is an introduction to the formal study of computation. The course will provide students with a broad perspective of computer science and will acquaint them with various formal systems on which modern computer science is based.
(16512 views)
Book cover: GRE Computer Science Test Practice BookGRE Computer Science Test Practice Book
- Educational Testing Service
This book contains one actual, full-length GRE Computer Science Test and test-taking strategies. The test consists of about 70 multiple-choice questions, some of which are grouped in sets and based on diagrams, graphs, and program fragments.
(22724 views)
Book cover: Mathematical Foundations of Computer ScienceMathematical Foundations of Computer Science
by - Duke University
These lecture notes present an introduction to theoretical computer science including studies of abstract machines, the language hierarchy from regular languages to recursively enumerable languages, noncomputability and complexity theory.
(19976 views)