
doi: 10.1007/bf01191169
A generalization of a Beauzamy theorem about reflexivity of the Lions- Peetre interpolation spaces \(\bar A_{\theta,p}\) is obtained. The main theorem is for weakly compact operators but using our techniques it is possible to prove an analogical theorem for other classes of operators, for example, for weakly precompact operators.
generalization of a Beauzamy theorem about reflexivity of the Lions- Peetre interpolation spaces, Matematisk analys, weakly precompact operators, Abstract interpolation of topological vector spaces, Interpolation between normed linear spaces, Linear operators defined by compactness properties, Mathematical Analysis, weakly compact operators
generalization of a Beauzamy theorem about reflexivity of the Lions- Peetre interpolation spaces, Matematisk analys, weakly precompact operators, Abstract interpolation of topological vector spaces, Interpolation between normed linear spaces, Linear operators defined by compactness properties, Mathematical Analysis, weakly compact operators
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