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Showing 1 to 5 of 5 for “"Abelian group theory."”.

  1. Topics In Nonabelian Tensor Products Of Topological Groups

    … linear algebra with generalisations to abstract abelian group theory and modules. In this MSc thesis we study further generalisations of tensor products to non-abelian groups as well as topological groups. We encounter a rich existing theory of compact topological groups, which we are going to …

    cape-town Repository record for Topics In Nonabelian Tensor Products Of Topological Groups (opens in a new tab)

  2. Topics of entropy in locally compact abelian groups

    The present MSc thesis discusses some notions of abelian group theory in connection with recent topics of topological entropy of locally compact abelian groups. It has been used the reference of [D. J. S. Robinson, A Course in the Theory of Groups, Springer, 1996, New York], which is a classical …

    cape-town Repository record for Topics of entropy in locally compact abelian groups (opens in a new tab)

  3. Forcing ℵ1-free groups to be free.

    ℵ1-free groups, abelian groups whose countable subgroups are free, are objects of both algebraic and set-theoretic interest. Illustrating this, we note that ℵ1-free groups, and in particular the question of when ℵ1-free groups are free, were central to the resolution of the Whitehead problem as …

    tdl Repository record for Forcing ℵ1-free groups to be free. (opens in a new tab)

  4. On rings with distinguished ideals and their modules.

    Let S be an integral domain, R an S algebra, and F a family of left ideals of R. Define End(R, F) = {φ ∈ End(R+) : φ(X ) ⊆ X for all X ∈ F }. In 1967, H. Zassenhaus proved that if R is a ring such that R+ is free of finite rank, then there is a left R module M such that R ⊆ M ⊆ QR and End(M+) = R. …

    baylor Repository record for On rings with distinguished ideals and their modules. (opens in a new tab)

  5. On certain results of Fourier analysis on non-abelian discrete groups.

    … radial functions on some non-commutative groups. The subject of positive definite functions is widely studied due to its link with the area of Fourier Multipliers. So, a characterization of positive, definite functions will help in identifying the class of Fourier Multipliers which is …

    baylor Repository record for On certain results of Fourier analysis on non-abelian discrete groups. (opens in a new tab)