Kato's inequality and Liouville theorems on locally finite graphs
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🧮 math.AP
math.CAmath.DGmath.DS
keywords
inequalitykatofinitegraphsliouvillelocallyapplicationderived
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In this paper we study the Kato' inequality on locally finite graph. We also study the application of Kato inequality to Ginzburg-Landau equations on such graphs. Interesting properties of Schrodinger equation and a Liouville type theorem are also derived.
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