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Book Cover
Bestseller
BestsellerE-Book
Author Ore, Øystein, 1899-1968.

Title Invitation to Number Theory / Øystein Øre.

Publication Info. Cambridge : Cambridge University Press, 2012.

Copies

Location Call No. Status
 Rocky Hill - Downloadable Materials  EBSCO Ebook    Downloadable
Rocky Hill cardholders click here to access this title from EBSCO
Description 1 online resource.
Series Anneli Lax New Mathematical Library ; v.20
Anneli Lax new mathematical library.
Note Title from publishers bibliographic system (viewed on 30 Jan 2012).
Contents ""Front Cover""; ""Invitation to Number Theory""; ""Copyright Page""; ""Contents""; ""Chapter 1. Introduction""; ""1.1 History""; ""1.2 Numerology""; ""1.3 The Pythagorean problem""; ""1.4 Figurate numbers""; ""1.5 Magic squares""; ""Chapter 2. Primes""; ""2.1 Primes and composite numbers""; ""2.2 Mersenne primes""; ""2.3 Fermat primes""; ""2.4 The sieve of Eratosthenes""; ""Chapter 3. Divisors of Numbers""; ""3.1 Fundamental factorization theorem""; ""3.2 Divisors""; ""3.3 Problems concerning divisors""; ""3.4 Perfect numbers""; ""3.5 Amicable numbers""
""Chapter 4. Greatest Common Divisor and Least Common Multiple""""4.1 Greatest common divisor""; ""4.2 Relatively prime numbers""; ""4.3 Euclid�s algorithm""; ""4.4 Least common multiple""; ""Chapter 5. The Pythagorean Problem""; ""5.1 Preliminaries""; ""5.2 Solutions of the Pythagorean equation""; ""5.3 Problems connected with Pythagorean triangles""; ""Chapter 6. Numeration Systems""; ""6.1 Numbers for the millions""; ""6.2 Other systems""; ""6.3 Comparison of numeration systems""; ""6.4 Some problems concerning numeration systems""; ""6.5 Computers and their numeration systems""
""6.6 Games with digits""""Chapter 7. Congruences""; ""7.1 Definition of congruence""; ""7.2 Some properties of congruences""; ""7.3 The algebra of congruences""; ""7.4 Powers of congruences""; ""7.5 Fermat�s congruence""; ""Chapter 8. Some Applications of Congruences""; ""8.1 Checks on computations""; ""8.2 The days of the week""; ""8.3 Tournament schedules""; ""8.4 Prime or composite?""; ""Solutions to Selected Problems""; ""References""; ""Index""
Subject Number theory.
MATHEMATICS -- Number Theory.
Number theory. (OCoLC)fst01041214
Algebra.
Genre/Form Electronic books.
Other Form: Print version: Ore, Oystein Invitation to Number Theory Washington : Mathematical Association of America,c2014 9780883856208
ISBN 9780883859605 (electronic bk.)
0883859602 (electronic bk.)
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