منابع مشابه
A PROOF OF GEORGE ANDREWS’ AND DAVE ROBBINS’ q-TSPP CONJECTURE
The conjecture that the orbit-counting generating function for totally symmetric plane partitions can be written as an explicit product-formula, has been stated independently by George Andrews and Dave Robbins around 1983. We present a proof of this long-standing conjecture.
متن کاملHOW TO PROVE GEORGE ANDREWS’ AND DAVE ROBBINS’ q-TSPP CONJECTURE
In the historic conference Combinatoire Énumérative [6] wonderfully organized by Gilbert Labelle and Pierre Leroux there were many stimulating lectures, including a very interesting one by Pierre Leroux himself, who talked about his joint work with Xavier Viennot [7], on solving differential equations combinatorially! During the problem session of that very same colloque, chaired by Pierre Lero...
متن کاملA Proof of George Andrews’ and Dave Robbins’ q-TSPP Conjecture
In the historic conference Combinatoire Énumérative [LL] wonderfully organized by Gilbert Labelle and Pierre Leroux there were many stimulating lectures, including a very interesting one by Pierre Leroux himself, who talked about his joint work with Xavier Viennot [LV], on solving differential equations combinatorially! During the problem session of that very same colloque, chaired by Pierre Le...
متن کاملBRIEF REPORT The Art and Science of Guessing
This research examined how one affectively reacts to others’ guesses at a value one cares about, such as one’s income. Conventional wisdom suggests that people will feel happier upon receiving more favorable guesses (e.g., higher income) than less favorable guesses. We found the opposite pattern. We propose a model to explain the effect and identify its boundaries and report experimental eviden...
متن کاملA PROOF OF GEORGE ANDREWS’ AND DAVE ROBBINS’ q-TSPP CONJECTURE (MODULO A FINITE AMOUNT OF ROUTINE CALCULATIONS)
In the historic conference Combinatoire Énumérative [6] wonderfully organized by Gilbert Labelle and Pierre Leroux there were many stimulating lectures, including a very interesting one by Pierre Leroux himself, who talked about his joint work with Xavier Viennot [7], on solving differential equations combinatorially! During the problem session of that very same colloque, chaired by Pierre Lero...
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ژورنال
عنوان ژورنال: Advances in Applied Mathematics
سال: 2005
ISSN: 0196-8858
DOI: 10.1016/j.aam.2004.04.004