Zeckendorf family identities generalized Darij Grinberg June 11, 2018, brief version Abstract. In [WooZei09], Philip Matchett Wood and Doron Zeilberger have constructed identities for the Fibonacci numbers f n of the for

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Open Problems in the OEIS Neil J A Sloane Guest Lecture, Zeilberger Experimental Math Class, May

Source URL: neilsloane.com

• Mathematics
• Integer sequences
• Algebra
• Theory of computation
• On-Line Encyclopedia of Integer Sequences
• Recurrence relations
• Sequence
• Monday

Research Seminar series http://www.cargo.wlu.ca

Source URL: www.cargo.wlu.ca

• Computer algebra
• Matrix theory
• Algebraic geometry
• Commutative algebra
• Grbner basis
• Invariant theory
• Zeilberger
• Weighing matrix
• Walrath

A BINOMIAL COEFFICIENT IDENTITY ASSOCIATED TO A CONJECTURE OF BEUKERS Scott Ahlgren, Shalosh B. Ekhad, Ken Ono and Doron Zeilberger If n is a positive integer, then let A(n) :=

Source URL: www.mathcs.emory.edu

Herbert S. Wilf (1931–2012) Photo courtesy of Ruth Wilf. Fan Chung, Curtis Greene, Joan Hutchinson, Coordinating Editors

Source URL: www.ams.org

• Mathematics
• Combinatorics
• Herbert Wilf
• Doron Zeilberger
• CalkinWilf tree
• Fan Chung
• Hypergeometric identity
• Leroy P. Steele Prize
• StanleyWilf conjecture
• Electronic Journal of Combinatorics
• Marko Petkovek
• Permutation pattern

TOWARD A LANGUAGE THEORETIC PROOF OF THE FOUR COLOR THEOREM BOBBE COOPER, ERIC ROWLAND, AND DORON ZEILBERGER Abstract. This paper considers the problem of showing that every pair of binary trees with the same number of l

Source URL: thales.math.uqam.ca

THE NUMBER OF WALKS ON A REGULAR CAYLEY TREE ERIC ROWLAND AND DORON ZEILBERGER Abstract. We provide a new derivation of the well-known generating function counting the number of walks on a regular tree that start and end

Source URL: thales.math.uqam.ca

PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY Volume 00, Number 0, Pages 000000 SXXA SIMPLE PROOF OF THE ZEILBERGERBRESSOUD q -DYSON THEOREM

Source URL: www.cs.elte.hu

1 Back to my personal page Alexander Grothendieck, Donald Knuth, Doron Zeilberger, Stephen Hawking, Kenneth Craik,Timothy Gowers, Andrey Kolmogorov, Harvey Friedman, Philip Davis, ReubenHersh, John McCarthy, Hugh Woodin,

Source URL: www.ltn.lv