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On spectral theory of soliton gases for integrable equations, Part 1: Brief introduction. Part 1

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Alexander Tovbis (University of Central Florida)
Wednesday 10 August 2022, 15:00-16:00
Seminar Room 2, Newton Institute.

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HYD2 - Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

Taking the focusing NLS as a model example, we introduce soliton gas through the thermodynamic limit of multi-phase (finite gap) solutions. This limit can be characterized by the growing genus 2N of the corresponding hyperelliptic Riemann surface combined with simultaneous (exponentially fast in N) shrinking of the bands. We then derive the Nonlinear Dispersion Relations, introduce important classes of soliton gases, such as soliton condensates, and discuss some examples.

This talk is part of the Isaac Newton Institute Seminar Series series.

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On spectral theory of soliton gases for integrable equations, Part 1: Brief introduction. Part 1

📅 Download to calendar (vCal)

⚠️ Important: HYD2 - Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

👤 Speaker: Alexander Tovbis (University of Central Florida)
📅 Date & Time: Wednesday 10 August 2022, 15:00 - 16:00
📍 Venue: Seminar Room 2, Newton Institute

Questions? Contact the organiser

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Series This talk is part of the Isaac Newton Institute Seminar Series series.

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On spectral theory of soliton gases for integrable equations, Part 1: Brief introduction. Part 1

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On spectral theory of soliton gases for integrable equations, Part 1: Brief introduction. Part 1

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On spectral theory of soliton gases for integrable equations, Part 1: Brief introduction. Part 1

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