Title of article
Convolution Product for Hilbert C^∗-Module Valued Maps
Author/Authors
Todjro ، Mawoussi Department of Mathematics - University of Kara , Mensah ، Yaogan Department of Mathematics - University of Lomé
From page
19
To page
31
Abstract
In this paper, we introduce a convolution-type product for strongly integrable Hilbert C ^∗-module valued maps on locally compact groups. We investigate various properties of this product related to uniform continuity, boundless, etc. For instance, we prove a convolution theorem. Also, we study the boundless of the related convolution operator in various settings.
Keywords
Locally compact group , Convolution , Hilbert C ^∗ , module , Fourier transform
Journal title
Sahand Communications in Mathematical Analysis
Journal title
Sahand Communications in Mathematical Analysis
Record number
2738561
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