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  • Prasad, Amritanshu; Singla, Pooja; SPALLONE, STEVEN (Indiana University Mathematics Journal, 2015)
    Let R be a (commutative) local principal ideal ring of length two, for example, the ring R = Z/p(2)Z with p prime. In this paper, we develop a theory of normal forms for similarity classes in the matrix rings M-n (R) by ...
  • Ayyer, Arvind; Prasad, Amritanshu; SPALLONE, STEVEN (Elsevier B.V., 2017-08)
    We give a closed formula for the number of partitions A of n such that the corresponding irreducible representation V-lambda of S-n has non-trivial determinant. We determine how many of these partitions are self-conjugate ...
  • Ganguly, Jyotirmoy; Prasad, Amritanshu; SPALLONE, STEVEN (Electronic Journal of Combinatorics, 2020-04)
    Fix a partition mu = (mu(1), ..., mu(m)) of an integer k and positive integer d. For each n >= k, let chi(lambda)(mu) denote the value of the irreducible character chi(lambda) of S-n, corresponding to a partition lambda ...

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