Masashi Kosuda

most citedPartition Algebra, its Characterization and Representations

1 citations · 1 across the 2 of their papers we have counts for

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2 papers

math.GR2014

Coxeter elements of the symmetric groups whose powers afford the longest

Masashi Kosuda

In this article, we first show that in case $n$ is even which Coxeter element in $S_{n}$ affords the longest by taking its power to $n /2$ . We also show that in case $n$ …

math.RT2010★ 1 cited

Partition Algebra, its Characterization and Representations

Masashi Kosuda

In this note we give representations for the partition algebra A_3(Q) in Young's seminormal form. For this purpose, we also give characterizations of A_n(Q) and$A_{n-1/2}(Q).