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Abstract: Introduction. A recent paper [7] of McKay, Morse, and Wilf considers the number N(n; T ) of standard Young tableaux (SYT) with n cells that contain a xed standard Young tableau T of shape ` k. (For notation and terminology related to symmetric functions and tableaux, see [6] or [12, Ch. 7].) They obtain the N(n; T ) t n f ; (1) denotes the number of SYT of shape and t n denotes the number of involutions in the symmetric group S n . Note that N(n; T ) = N(n; U) whenever T and U are... (Update)
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BibTeX entry: (Update)
@misc{ stanley-enumeration,
author = "Richard Stanley",
title = "On the Enumeration of Skew Young Tableaux",
url = "citeseer.ist.psu.edu/stanley01enumeration.html" }
Citations (may not include all citations):492 Symmetric Functions and Hall Polynomials (context) - Macdonald - 1995
151 Cambridge University Press (context) - Stanley, Combinatorics - 1999
47 the distribution of the length of the longest increasing sub.. - Baik, Deift et al. - 1999
46 A variational problem for random Young tableaux (context) - Logan, Shepp - 1977
31 The Theory of Group Characters and Matrix Representations of.. (context) - Littlewood - 1950
22 Robinson-Schensted algorithms for skew tableaux (context) - Sagan, Stanley - 1990
10 Asymptotic behavior of the Plancherel measure of the symmetr.. (context) - Vershik, Kerov - 1977
10 The asymptotic character theory of the symmetric group (context) - Vershik, Kerov - 1981
9 The boundary of Young graph with Jack edge multiplicities - Kerov, Okounkov et al. - 1998
9 in symmetric groups (context) - Moser, Wyman et al. - 1955
7 Asymptotics of Young diagrams and hook numbers - Regev, Vershik - 1997
4 Representations of symmetric groups and free probability - Biane - 1998
2 The distributions of the entries of a Young tableau (context) - McKay, Morse et al.
1 73-146; English translation in St (context) - Okounkov, Olshanski et al. - 1998
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