Derivations on the algebra of Rajchman measures

29 Apr 2018 Ghandehari Mahya

For a locally compact Abelian group $G$, the algebra of Rajchman measures, denoted by $M_0(G)$, is the set of all bounded regular Borel measures on $G$ whose Fourier transform vanish at infinity. In this paper, we investigate the spectral structure of the algebra of Rajchman measures, and illustrate aspects of the residual analytic structure of its maximal ideal space... (read more)

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  • FUNCTIONAL ANALYSIS