d'Alembert Lecture: Strichartz estimates and low regularity solutions of compressible Euler equations

时间：2026年3月3日 14:00-16:00 & 3月5日 15:00-16:00 & 3月9日 14:00-16:00
摘要：We will be interested in the solutions to the Vlasov–Maxwell system arising from sufficiently regular initial data, with a small distribution function. In particular, we will compare their asymptotic behavior with that of the solutions to the linearised system. While the electromagnetic field can be approximated by a linear solution, the distribution function exhibits a modified scattering dynamic: due to the long–range effects of the Lorentz force, it converges along linear characteristics corrected by a logarithmic term. A key step in defining these modified characteristics is to identify an effective Lorentz force that governs the asymptotic behavior of the force field.
邀请人：董世杰老师

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