2 citations · 3 across the 6 of their papers we have counts for
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math.FA2018
Isometries on certain non-complete vector-valued function spaces
Mojtaba Mojahedi, Fereshteh Sady
In the recent paper \cite{Hos}, surjective isometries, not necessarily linear, between vector-valued absolutely continuous function…
math.FA2018
Jointly separating maps between vector-valued function spaces
Z. Pourghobadi, M. Najafi Tavani, F. Sady
Let and be compact Hausdorff spaces, and be real or complex Banach spaces, and be a subspace of . In this paper we study linear operators $S,T: A(X…
math.FA2018★ 2 cited
A note on nonlinear isometries between vector-valued function spaces
Arya Jamshidi, Fereshteh Sady
In this paper, we investigate the general form of surjective (not necessarily linear) isometries T : A-> B between subspaces A and B of C(X;E) and C(Y;F), respectively.