Now showing items 1-2 of 2

    • Equiangular Lines and Antipodal Covers 

      Mirjalalieh Shirazi, Mirhamed (University of Waterloo, 2010-09-22)
      It is not hard to see that the number of equiangular lines in a complex space of dimension $d$ is at most $d^{2}$. A set of $d^{2}$ equiangular lines in a $d$-dimensional complex space is of significant importance in Quantum ...
    • Induction Relations in the Symmetric Groups and Jucys-Murphy Elements 

      Chan, Kelvin Tian Yi (University of Waterloo, 2018-08-16)
      Transitive factorizations faithfully encode many interesting objects. The well-known ones include ramified coverings of the sphere and hypermaps. Enumeration of specific classes of such objects have been known for quite ...

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