Now showing items 4-5 of 5

    • A New Generalization of Cohen-Kaplansky Domains 

      Kennedy, Diana Michelle (North Dakota State University, 2015)
      The goal of this thesis is to provide an new generalization of Cohen-Kaplansky domains, stemming from questions related to valuation domains. Recall that a Cohen-Kaplansky domain is an atomic integral domain that contains ...
    • The Square of Adjacency Matrices 

      Kranda, Daniel Joseph (North Dakota State University, 2011)
      It can be shown that any symmetric (0, 1)-matrix A with tr A = 0 can be interpreted as the adjacency matrix of a simple, finite graph. The square of an adjacency matrix A2 = (si1) has the property that Sij represents the ...