2 citations · 2 across the 3 of their papers we have counts for
Showing math.FAShow all
3 papers · 1 filter
math.FA2020★ 2 cited
Extension operators and nonlinear structure of Banach spaces
M. A. Sofi
The problem involving the extension of functions from a certain class and defined on subdomains of the ambient space to the whole space is an old and a well investigated theme in a…
math.FA2019
Embeddability, representability and universality involving Banach spaces
M. A. Sofi
Given a category of objects, it is both useful and important to know if all the objects in the category may be realised as sub-objects -- via morphisms in the given category -- of…
math.FA2019
Banach limits -- Some new thoughts and perspectives
M. A. Sofi
The existence of a Banach limit as a translation invariant positive continuous linear functional on the space of bounded scalar sequences which is equal to 1 at the constant sequen…