About this title: In the area of combinatorial identities computers are able to find very elegant proofs of difficult theorems unassisted by human intervention. This autonomy means that not only is it possible to use a PC to find such a proof, but also the proof can be checked easily. This book shows how several recently developed computer algorithms can master the difficult job of simplifying complex summations and if there is no such simplification they will prove this to be the case. The authors present the underlying mathematical theory of these methods, the principle theorems and proofs, and include a ...
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Binding: Hardcover
Publisher: AK Peters, Ltd.
Date Published: 1996
ISBN-13:9781568810638ISBN:1568810636
Description: Near Fine with no dust jacket. 1568810636. Minor shelf wear to black boards; no dust jacket.; 0.8 x 9.3 x 7.3 Inches; 212 pages. read more
Binding: Hardcover
Publisher: AK Peters, Ltd
Date Published: 1996-01
ISBN-13:9781568810638ISBN:1568810636
Description: Very Good. Book itself in good shape-would be "like new" but it appears to have a slight bend in it/ binding tight/no apparent writing or highlights in text /minimal edge wear Please allow 4-14 business days for standard shipping or 2 to 6 business days for expedited shipping. read more
Description: Fine; Collectible. Excellent condition. Appears unread. No DJ(not sure has one) No writings/underlines/highlights. Pages are very nice and clean. Free track. Satisfaction guaranteed! Fast! read more
Edition: First Printing
Binding: Cloth
Publisher: A. K. Peters, Wellesley, MA
Date Published: 1996
Description: Near Fine. No Jacket. 8vo-over 7¾"-9¾" tall. 8vo., 212pp. Foreword by Donald E. Knuth. Algorithm, proofs and examples. Bibliography. Index. Bound in black cloth boards. read more
Binding: Hardcover
Publisher: AK Peters, Ltd
Date Published: 01/01/1996
ISBN-13:9781568810638ISBN:1568810636
Description: SHIPS USING FEDEX PRIORITY. PLEASE PROVIDE STREET ADDRESS, NO P. O BOX ADDRESSES PLEASE. Book Description: Very Good, No Highlights or Markup, all pages are intact. Tight binding. read more
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