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Title: <i>A = B</i>
Url: http://www.math.upenn.edu/~wilf/AeqB.html
Creator: Petkovsek, Marko
Wilf, Herbert
Zeilberger, Doron
Publisher: University of Pennsylvania. Dept. of Mathematics
Description: A=B, by Petkovsek, Wilf, Zeilberger, is a book about identities, especially identities involving binomial sums and hypergeometric identities, and ways to prove them using computer programs. The entire text may be downloaded from this site in PDF format. Maple and Mathematica programs mentioned in the book may also be downloaded, and a list of errata is available here. With a Foreword by Donald E. Knuth.
LC Classification: Science -- Mathematics -- Algebra -- Combinatorics. Combinatorial analysis -- Identities
Science -- Mathematics -- Analysis -- Theory of functions
Science -- Mathematics -- Analysis -- Theory of functions -- Special functions -- Other special functions, A-Z -- Hypergeometric
Science -- Mathematics -- Instruments and machines -- Calculating machines -- Electronic computers. Computer science -- General works, treatises, and textbooks
Science -- Mathematics -- Study and teaching. Research -- General works, treatises, and textbooks
GEM Subject: Science
Mathematics
Mathematics -- Technology
Science -- Technology
Mathematics -- Functions
Key Concept: Mathematics -- Algorithms
Key Concepts Complete: Yes
Date Issued: 1996
Resource Type: Auto-Instructional Aids
Charts and Diagrams
Instructional Materials
Mathematical Models
Mathematics Materials
Reading Materials
Text (DCMI Type Vocabulary)
Textbooks
Format: html
pdf
Audience: College/University Instructors
Continuous Formation
Curriculum Supervisors
Higher Education
Professional Formation
Students
Teachers
Technical School First Cycle
Technical School Second Cycle
University First Cycle
University Postgrad
University Second Cycle
Vocational Training
Language: English
Rights: A K Peters, Ltd.
Access Rights: Free access
Subject: Computer Algebra
Discrete Math
Date Of Record Release: 2008-01-16 03:00:04 (W3C-DTF)
Date Last Modified: 2013-06-11 14:43:11 (W3C-DTF)
Source: Math Forum
Full Record Views: 202
Resource URL Clicks: 32
Cumulative Rating: NOT YET RATED
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