4:00 pm Monday, October 8, 2007
Junior Analysis: On Sharp Strichartz Inequalities in Low Dimensions by Aynur Bulut (UT) in RLM 9.166
For dimension one and two, a proof of Sharp Strichartz inequality was given recently by Foschi. In this talk, we present, a new representation for the space time norm of solutions of the free Scrodinger equation in dimension one and two in terms of an orthogonal projection operator. As a result of the property that orthogonal projections do not increase the norm, the sharp Strichartz inequality follows." This is a joint work of Hundertmark and Zharnitsky. Submitted by
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