Difference between revisions of "Harmonic analysis"
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'''Harmonic analysis''' is the study of [[Fourier transformation]]s defined on arbitrary [[topological group]]s. Of special importance in harmonic analysis are the class of topological groups that are [[locally compact]]. | '''Harmonic analysis''' is the study of [[Fourier transformation]]s defined on arbitrary [[topological group]]s. Of special importance in harmonic analysis are the class of topological groups that are [[locally compact]]. | ||
| − | [[category: | + | [[category:Calculus]] |
| + | [[Category:Complex analysis]] | ||
Revision as of 03:35, December 6, 2008
Harmonic analysis is the study of Fourier transformations defined on arbitrary topological groups. Of special importance in harmonic analysis are the class of topological groups that are locally compact.