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- W3156877510 abstract "We characterise the Banach spaces $X$ which are $L_1$-predual as those for which every Lipschitz compact mapping $f:Nlongrightarrow X$ admits, for every $varepsilon>0$ and every $M$ containing $N$, a Lipschitz (compact) extension $F:Mlongrightarrow X$ so that $Vert FVertleq (1+varepsilon)Vert fVert$. Some consequences are derived about $L_1$-preduals and about Lipschitz-free spaces." @default.
- W3156877510 created "2021-04-26" @default.
- W3156877510 creator A5068732387 @default.
- W3156877510 date "2021-04-14" @default.
- W3156877510 modified "2023-09-27" @default.
- W3156877510 title "A characterisation of $L_1$-preduals in terms of extending Lipschitz maps" @default.
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