A result on the ideal structure of $$\mathcal L^r(X)$$Lr(X) for uniformly convex X
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DOI: 10.1007/s11117-018-0619-9
Abstract: We consider the question of when is every positive compact operator, between two given Banach lattices, approximable regular. An immediate consequence of our main result is that, within the class of uniformly convex Banach lattices,… read more here.
Keywords: uniformly convex; structure mathcal; result; result ideal ... See more keywords