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Per Sjölin: Localization of Schrödinger means

Tid: On 2014-11-05 kl 13.15

Plats: Seminarierum 3721, Lindstedtvägen 25, KTH

Medverkande: Per Sjölin

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Abstract. I is well-known that the Fourier series of an L²-function converges almost everywhere. For L¹-functions one does not have covergence almost everywhere bu there is a localization property. I will discuss similar properties for solutions to the Schrödinger equation.