Dispersive estimates for the three-dimensional Schroedinger equation with rough potentials
classification
🧮 math.AP
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estimatesequationschroedingeradditionalassumedbelongcertaindecay
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We prove L^1 --> L^\infty estimates for the linear Schroedinger equation in three dimensions. The potential is assumed to belong to certain L^p spaces, but no pointwise decay estimates and no additional regularity is required.
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