18 août 2009 · Richard P Stanley A combinatorial proof of the problem is not known Try to give two bijective proofs, viz , first letting x ∈ P and showing
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The purpose of this article is to give a bijective proof for Stanley's hook-content formula [15, Theo- rem 15 3] for a certain plane partition generating function
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Stanley's list of bijective proof problems [3] References to articles over a few of the unsolved problems in the list are also mentioned At the end, some additional
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The purpose of this article is to give a bijective proof for Stanley's hook-content formula [15, Theo- rem 15 3] for a certain plane partition generating function
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20 fév 1995 · shifted, Hillman–Grassl algorithm and Stanley's (P, ω)-partition bijective proof of Frame, Robinson and Thrall's [1] hook formula for the
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Bijective Proof of the ASM Theorem Back then the surprise was even bigger when they learned from Stanley (see [9, 8]) that this product formula had recently
LIPIcs AofA
15 oct 2019 · a generalization of the chromatic polynomial defined by Stanley [13] in Sections 4 and 5 we give bijective proofs of Stanley's results linking
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18 août 2009 Richard P. Stanley ... [?] A combinatorial proof of the problem is not known. ... anyone has given a direct bijective proof of (2).
R.Stanley's list of bijective proof problems [3]. problems extending the list of nice problems seeking their bijective proofs.
28 juil. 2012 The proof extends to a principal specialization of the identity due to Fomin and Stanley. Our bijective tools.
Stanley. We give a bijective proof of this formula and in the process give a combinatorial explanation for the appearance of the hook and content numbers in
22 oct. 2019 In his collection of bijective proof problems [Sta09 Problem 226]
These bijective proofs rely on a representation of signed permutations as paths. Using the same With a foreword by Richard Stanley.
2 juil. 2020 Stanley states that the formula is known but no combinatorial proof of it is. In this paper we provide a bijective proof of Theorem 1.3
Celebrated theorems of Birkhoff Whitney
23 mars 2021 A Bijective Proof of Richard Stanley's Observation that the sum of the cubes of the n-th row of Stern's Diatomic Array equals 3 times 7 to ...
18 août 2009 · BIJECTIVE PROOF PROBLEMS August 18 2009 Richard P Stanley The statements in each problem are to be proved combinatorially in most
This file contains solutions or references to solutions for more than 150 problems in the R Stanley's list of bijective proof problems [3]
A Bijective Proof of Stanley's Shuffling Theorem Author(s): I P Goulden Source: Transactions of the American Mathematical Society Vol 288 No
The purpose of this article is to give a bijective proof for Stanley's hook-content formula [15 Theo- rem 15 3] for a certain plane partition generating
A bijective proof for Stanley's hook-content formula for the generating function for column-strict reverse plane partitions of a given shape is given that
A bijective proof of Shapiro's convolution formula involving Catalan numbers by R Stanley in his collection of Bijection Proof Problems (Problem 240)
23 mar 2021 · Abstract: In a delightful article Richard Stanley derived algebraically the surprisingly simple formula 3 times 7 to the power n-1
13 juil 1998 · Another bijective proof of Stanley's hook-content formula for the generating function for semistandard tableaux of a given shape is given that
13 mar 2014 · A bijective proof for Stanley's hook-content formula for the generating function for column-strict reverse plane par-
Abstract: In a delightful article Richard Stanley derived algebraically the “surprisingly simple” formula 3 · 7n?1 for the sum of the cubes of the
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BIJECTIVE PROOF PROBLEMS