CRC Standard Mathematical Tables and Formulae, 31st Edition
CRC Standard Mathematical Tables and Formulae, 31st Edition by Daniel Zwillinger is a comprehensive reference published by Taylor & Francis on November 25, 2002. This edition, spanning 928 pages, is designed to be user-friendly and accessible, featuring a detailed table of contents and an extensive index that lists over 6,000 entries. It serves as a valuable resource for those seeking mathematical information in an era increasingly reliant on personal computers and handheld devices.
Readers will find a wealth of topics covered in this edition, including game theory, heuristic search techniques, and risk analysis. The book also includes unique features such as a table of solutions to Pell’s equation and a collection of “proofs without words.” With its focus on making essential equations, tables, and formulae easy to locate, this handbook is an indispensable tool for anyone engaged in mathematics.
Official synopsis Publisher
A perennial bestseller, the 30th edition of CRC Standard Mathematical Tables and Formulae was the first “modern” edition of the handbook – adapted to be useful in the era of personal computers and powerful handheld devices. Now this version will quickly establish itself as the “user-friendly” edition. With a detailed table of contents and an extensive index listing over 6,000 entries, the 31st edition of this hugely successful handbook makes information even easier to locate.
New in the 31st edition:
Game theory and voting power
Heuristic search techniques
Quadratic fields
Reliability
Risk analysis and decision rules
A table of solutions to Pell’s equation
A table of irreducible polynomials in Z2[x]
An interpretation of powers of 10
A collection of “proofs without words”
Representations of groups of small order
Counting principles
Tesselations and tilings
…and much more!
An indispensable, up-to-date resource, CRC Standard Mathematical Tables and Formulae, 31st Edition makes it effortless to find the equations, tables, and formulae you need most often.
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