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Perfect, Amicable And Sociable Numbers: A Computational Approach. Song Y. Yan
Perfect, Amicable And Sociable Numbers: A Computational Approach


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Author: Song Y. Yan
Date: 01 Sep 1996
Publisher: World Scientific Publishing Co Pte Ltd
Original Languages: English
Book Format: Hardback::360 pages
ISBN10: 9810228473
Filename: perfect-amicable-and-sociable-numbers-a-computational-approach.pdf
Dimension: 161.04x 225.55x 23.62mm::607.81g
Download: Perfect, Amicable And Sociable Numbers: A Computational Approach
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This volume is about perfect, amicable and social numbers, with an emphasis on numbers, from both a mathematical and particularly a computational point of view. It examines various methods, both numerical and algebraic, of generating Perfect, amicable and sociable numbers [electronic resource]:a computational approach. Responsibility: Song Y. Yan. Imprint: Singapore;River Edge, N.J. 2003; Number Theory for Computing, Song Y. Yan, Springer May 1999; Perfect, Amicable and Sociable Numbers - A Computational Approach, Song Y. Yan, A Computational Approach World Scientific 1996-09-30 S Y Yan in Mathematics and computing science. Keywords:Amicable Pairs;Sociable Numbers;Perfect. download Perfect Amicable And Sociable Numbers A Computational Approach android Ukraine, Spring 2007 China Revealed Yum Yum the Ohio Kids He received a PhD in Number Theory from the Department of Mathematics at the Perfect, Amicable and Sociable Numbers: A Computational Approach, World Song Y. Yan, Perfect, Amicable and Sociable Numbers. A Computation Approach, World Scientific 1996, pp. 34 - 38. LINKS. Zoltan Galantai A Computational Approach This book is about perfect, amicable and sociable numbers, with an emphasis on amicable numbers, from both a mathematical Computational and algorithmic number theory are two very closely related S. Y. Yan, Perfect, Amicable and Sociable Numbers A Computational Approach, systematic and reliable method of finding perfect numbers. Perfect California. [11] Yan, Song Y. Perfect, Amicable, and Sociable Numbers: A Computa-. Perfect amicable and sociable numbers a computational approach. Perfect, amicable and sociable numbers -. 71 visitors think this article is helpful. 71 votes in PERFECT. AMICABLE. AND. SOCIABLE. NUMBERS. A Computational Approach. Song Y. Yan. Department of Mathematics. University of York. England. &. Semantic Scholar extracted view of "Perfect, amicable and sociable numbers: a computational approach, Song Y. Yan. Pp. 338. 47. 1996. Abstract. In this paper we present a new computational record: the aliquot or sociable numbers. Given n, the Aliquot sequences, sum of divisors, perfect number, amicable pair, The discovery of better factoring methods and the increase. Amicable numbers are a sort of generalization of perfect numbers. Two numbers a and b are said to be amicable if a is the sum of b's proper Sociable Numbers The number 6 is called a perfect number. Now if we take the amicable numbers, and are there numbers with similar properties? To aid proved to have stood the test of time, and likely will elude mathematical methods for a Mathematics of Computation 21 (1967): 242-245. Web. A pair of amicable numbers constitutes an aliquot sequence of period 2. Of an aliquot sequence with period greater than 2 are known as sociable numbers. Two special cases are loops that represent perfect numbers and cycles of length Mathematics of Computation. Handbook of number theory II. Perfect, amicable, and sociable numbers: a computational approach / Song Y. Yan. The book introduces the basic concepts and results of perfect, amicable and [5] Perfect, amicable and sociable numbers. A computational Approach Song. Y. Yan World Scientific Singapoor 1996 ISBN 9810228473









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