Quantum information theory is a field of study that examines how quantum technologies store and process information. Over the ...
This is a preview. Log in through your library . Abstract The restriction on 2-primary components in the Artin-Verdier duality theorem [2] has been eliminated by Zink [9], who has shown that the sheaf ...
This is a preview. Log in through your library . Abstract The Serre duality for a holomorphic vector bundle over a compact, complex manifold still holds over a compact, strongly pseudo-convex manifold ...
Pontryagin's famous duality theorem establishes a strong relationship between locally compact abelian hausdorff (LCA) groups and their dual groups, providing deep insights into the structure and ...
Abstract: Pontryagin's famous duality theorem establishes a strong relationship between locally compact abelian hausdorff (LCA) groups and their dual groups, providing deep insights into the structure ...
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