Evaluating the Numbers of some Skew Standard Young Tableaux of Truncated Shapes

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Evaluating the Numbers of some Skew Standard Young Tableaux of Truncated Shapes

In this paper the number of standard Young tableaux (SYT) is evaluated by the methods of multiple integrals and combinatorial summations. We obtain the product formulas of the numbers of skew SYT of certain truncated shapes, including the skew SYT ((n + k)r+1, nm−1)/(n − 1)r truncated by a rectangle or nearly a rectangle, the skew SYT of truncated shape ((n+ 1)3, nm−2)/(n− 2)\ (22), and the SYT...

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We consider a new kind of straight and shifted plane partitions/Young tableaux — ones whose diagrams are no longer of partition shape, but rather Young diagrams with boxes erased from their upper right ends. We find formulas for the number of standard tableaux in certain cases, namely a shifted staircase without the box in its upper right corner, i.e. truncated by a box, a rectangle truncated b...

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ژورنال

عنوان ژورنال: The Electronic Journal of Combinatorics

سال: 2015

ISSN: 1077-8926

DOI: 10.37236/3890