Mathematics Faculty Research and Publications

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Mathematics Faculty Research and Publications

 

Recent Submissions

  • Shrestha, Tej; Yetter, David (2014)
    We continue the development of the infinitesimal deformation theory of pasting diagrams of k-linear categories begun in TAC, Vol 22, #2. In that article the standard result that all obstructions are cocycles was established ...
  • Yetter, David (2009)
    We adapt the work of Power to describe general, not-necessarily composable, not-necessarily commutative 2-categorical pasting diagrams and their composable and commutative parts. We provide a deformation theory for pasting ...
  • Alpay, Daniel; Jorgensen, Palle; Volok, Dan (2014)
    We introduce a reproducing kernel structure for Hilbert spaces of functions where differences of point evaluations are bounded. The associated reproducing kernels are characterized in terms of conditionally negative functions.
  • De Silva, Dilum P.; Pinner, Christopher G. (2014)
    We determine the Lind Lehmer constant for groups of the form Z[subscript]p[superscript]n.
  • Cochrane, Todd E.; Hart, Derrick; Pinner, Christopher G.; Spencer, Craig (2014)
    Let p be a prime, Z_p be the finite field in p elements, k be a positive integer, and A be the multiplicative subgroup of nonzero k-th powers in Z_p. The goal of this paper is to determine, for a given positive integer s, ...