We characterize the compact and weakly compact weighted composition operators on the Banach space Cp(T, X) of those continuous functions from a completely regular Hausdorff space T into a Banach space ...
Recent results of M. Radjabalipour and H. Radjavi assert that the sum of a normal operator $N$ with spectrum on a smooth Jordan curve and a compact operator $K$ in ...
Dirac operators lie at the heart of both mathematical physics and differential geometry, offering a unifying framework for the treatment of quantum mechanical systems and geometrical invariants. Their ...
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