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math.OA2024
Character Space and Gelfand type representation of locally C^{*}-algebra
Santhosh Kumar Pamula, Rifat Siddique
In this article, we identify a suitable approach to define the character space of a commutative unital locally -algebra via the notion of the inductive limit of topologic…
math.OA2021
A Radon-Nikodým theorem for local completely positive invariant multilinear maps
Anindya Ghatak, Santhosh Kumar Pamula
In this article, we introduce local completely positive -linear maps between locally -algebras and obtain Stinespring type representation by adopting the notion of "in…
math.OA2020
Stinespring's Theorem for Unbounded Operator valued Local completely positive maps and Its Applications
B. V. Rajarama Bhat, Anindya Ghatak, P. Santhosh Kumar
Anar A. Dosiev in [Local operator spaces, unbounded operators and multinormed -algebras, J. Funct. Anal. 255 (2008), 1724-1760], obtained a Stinespring's theorem for local com…