Jyh-Shyang Jeang

most citedWeighted composition operators of

C_{0} (X)

19 citations · 19 across the 2 of their papers we have counts for

collaborators

2 papers

math.FA1996★ 19 cited

Weighted composition operators of $C_{0} (X)$ 's

Jyh-Shyang Jeang, Ngai-Ching Wong

In this paper, we prove that into isometries and disjointness preserving linear maps from $C_{0} (X)$ into $C_{0} (Y)$ are essentially weighted composition operators $Tf = h\cdot f\circφ…

math.FA1996

Into isometries of $C_{0} (X, E)$ 's

Jyh-Shyang Jeang, Ngai-Ching Wong

Suppose $X$ and $Y$ are locally compact Hausdorff spaces, $E$ and $F$ are Banach spaces and $F$ is strictly convex. We show that every linear isometry $T$ from $C_{0} (X, E)$ {\em into…

Weighted composition operators of C0​(X)'s

Into isometries of C0​(X,E)'s

Weighted composition operators of $C_{0} (X)$ 's

Into isometries of $C_{0} (X, E)$ 's