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Mediterranean Journal of Mathematics, 2021Let \(X\) be a Banach space and let \(\lambda \in \left[ 1,+\infty \right[ \). The main theorem of this paper is an interesting refinement of Lindenstrauss' extension theorems concerning \(\lambda \)-injectivity of \(X^{\ast \ast }\). The authors prove that \(X^{\ast \ast }\) is \(\lambda \)-injective if and only if certain classes of operators on \(X\)
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