Anton Deitmar’s scientific contributions

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Publications (1)


A First Course in Harmonic Analysis
  • Book

January 2002

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190 Reads

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85 Citations

Anton Deitmar

Fourier Series.- Hilbert Spaces.- The Fourier Transform.- Distributions.- Finite Abelian Groups.- LCA groups.- The Dual Group.- Plancheral?s Theorem.- Matrix Groups.- The Representations of SU(2).- The Peter-Weyl Theorem.- The Heisenberg Group.- The Riemann Zeta Function.- Haar Integration.- Bibliography.- Index.

Citations (1)


... Let G denote the group of characters of G. It is called the dual group of G and is an abelian and Hausdorff group [3,5] with respect to the point-wise product ...

Reference:

On the Fourier analysis of quasi-inner product C * -module-valued maps on LCA groups
A First Course in Harmonic Analysis
  • Citing Book
  • January 2002