Research Seminar: Integrability and Beyond

Fall 2024

Time & Location: All talks are on Wednesday in different places,  at 3:00 PM .
Organizer: Katerina Gkogkou and Ken McLaughlin

 

Topic:  Umbral calculus, a method for symbolic computation
Christophe Vignat - Tulane University

Abstract:  Umbral calculus is a computation method that represents a sequence of numbers or functions as a sequence of moments. It allows a significant simplification in the computation of some sequences, such as those associated with orthogonal polynomials.

This talk will introduce umbral calculus through some examples such as Hermite or Gegenbauer polynomials, and will show some applications.

Location: Dinwiddie 102
Time: 2:00pm

 

October 16, 

Topic:  Four weeks on the nonlinear Schrodinger equation
Katerina Gkogkou and Ken McLaughlin – Tulane University

Abstract:  This will be an informal working group, learning about the long time asymptotic behavior of the defocusing NLS equation, based on a combination of Riemann-Hilbert and d-bar techniques.

Location: Boggs 104
Time: 3:00pm

 

October 23, 

Topic:  Four weeks on the nonlinear Schrodinger equation
Katerina Gkogkou and Ken McLaughlin – Tulane University

Abstract:  This will be an informal working group, learning about the long time asymptotic behavior of the defocusing NLS equation, based on a combination of Riemann-Hilbert and d-bar techniques.

Location: Jones Hall 108
Time: 3:00pm

 

October 30, 

Topic:  Four weeks on the nonlinear Schrodinger equation
Katerina Gkogkou and Ken McLaughlin – Tulane University

Abstract:  This will be an informal working group, learning about the long time asymptotic behavior of the defocusing NLS equation, based on a combination of Riemann-Hilbert and d-bar techniques.

Location: Boggs 104
Time: 3:00pm

 

November 6, 

No Meeting

 

November 13, 

Topic:  Four weeks on the nonlinear Schrodinger equation
Katerina Gkogkou and Ken McLaughlin – Tulane University

Abstract:  This will be an informal working group, learning about the long time asymptotic behavior of the defocusing NLS equation, based on a combination of Riemann-Hilbert and d-bar techniques.

Location: Boggs 104
Time: 3:00pm