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Mathematics > Functional Analysis
Title: Nonlinear Heisenberg-Robertson-Schrodinger Uncertainty Principle
(Submitted on 1 Mar 2024)
Abstract: We derive an uncertainty principle for Lipschitz maps acting on subsets of Banach spaces. We show that this nonlinear uncertainty principle reduces to the Heisenberg-Robertson-Schrodinger uncertainty principle for linear operators acting on Hilbert spaces.
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