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Publications of Eduardo D. Sontag jointly with W. Dicks
Articles in journal or book chapters
  1. W. Dicks and E.D. Sontag. Sylvester domains. J. Pure Appl. Algebra, 13(3):243-275, 1978. [PDF]
    Abstract:
    The inner rank of an m x n matrix A over a ring is defined as the least integer r such that A can be expressed as the product of an m x r and an r x n matrix. For example, over a (skew) field this concept coincides with the usual notion of rank. This notion is studied in this paper, and is related to Sylvester's law of nullity and work by P.M. Cohn.



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