@article{Mensah_Issa_2020, title={Multipliers on weighted group algebras}, volume={8}, url={https://gjom.org/index.php/gjom/article/view/283}, abstractNote={<p>Let <em>G</em> be a locally compact abelian group and let <em>w</em> be a weight on <em>G</em>. We study the multipliers on the weighted group algebra <em>L<sup>1</sup><sub>w </sub>(G)</em> which is the Banach space <em>L<sup>1</sup>(G, w)</em> endowed with a new convolution product <em>*w</em> which depends on the weight <em>w</em>. We introduce a time-frequency shift like operators. We define a Fourier transform and we obtain among other results a convolution theorem and a Wendel like characterization of the studied multipliers.</p>}, number={2}, journal={Gulf Journal of Mathematics}, author={Mensah, Yaogan and Issa, Abudulai}, year={2020}, month={Aug.}, pages={35-45} }