Radhika Venkatraman

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It follows from work of Andrews and Bressoud that for t the number of parti tions of n with all successive ranks at least t is equal to the number of partitions of n with no part of size t We give a simple bijection for this identity which generalizes a result of Cheema and Gordon for rowed plane partitions The bijection yields several re nements of the(More)
It follows from work of Andrews and Bressoud that for t 1, the number of partitions of n with all successive ranks at least t is equal to the number of partitions of n with no part of size 2?t. We give a simple bijection for this identity which generalizes a result of Cheema and Gordon for 2-rowed plane partitions. The bijection yields several reenements of(More)
It follows from work of Andrews and Bressoud that for t the number of partitions of n with all successive ranks at least t is equal to the number of partitions of n with no part of size t However no simple combinatorial explanation of this fact has appeared in the literature We give a simple bijection for this identity which generalizes a result of Cheema(More)
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