On singular solutions of LIA, the Heisenberg model and the cubic Schrödinger equation

On singular solutions of LIA, the Heisenberg model and the cubic Schrödinger equation

In this talk I will first sketch the derivation of LIA (Local Induction Approximation) as a model for the dynamics of vortex filaments in 3-D fluids. Then I will describe its link with the classical continuous Heisenberg model and with the 1-D cubic Schrödinger equation. Finally I shall present some recent results on solutions generating a singularity in finite time.

Jacques-Louis Lions (Sorbonne)

The event is finished.

Date

3 June 2019
Expired!

Time

11h00 – 12h00

Location

Salle Claude Itzykson, Bât. 774
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