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Results: 5
Cover Image for Applying an iterative method numerically to solve n × n matrix Wiener–Hopf equations with exponential factors View Article
Applying an iterative method numerically to solve n × n matrix Wiener–Hopf equations with exponential factors
Matthew J Priddin, Anastasia V Kisil, Lorna J Ayton
Jan 09, 2020
Riemann–Hilbert problem Wiener–Hopf equations iterative methods n-partboundaries SCATTERING
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Cover Image for A new approach to integrable evolution equations on the circle. View Article
A new approach to integrable evolution equations on the circle.
AS Fokas, J Lenells
Dec 16, 2022
Fokas method Riemann–Hilbert problem Finite-gap solution Integrable evolution equation Inverse scattering Unified transform method
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Cover Image for Global‐phase portrait and large‐degree asymptotics for the Kissing polynomials View Article
Global‐phase portrait and large‐degree asymptotics for the Kissing polynomials
A Barhoumi, AF Celsus, A Deaño
May 25, 2021
Original Article Original Articles Asymptotic analysis continuation in parameter space orthogonal polynomials in the complex plane Riemann–Hilbert problem
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Cover Image for The implementation of the unified transform to the nonlinear Schrödinger equation with periodic initial conditions View Article
The implementation of the unified transform to the nonlinear Schrödinger equation with periodic initial conditions
B. Deconinck, A. S. Fokas, J. Lenells
Feb 10, 2021
Original Paper Integrable evolution equation Periodic solution Riemann–Hilbert problem Finite-gap solution Inverse scattering Unified transform method Fokas method Linearizable boundary condition 35Q55 37K15 35G30
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Cover Image for The implementation of the unified transform to the nonlinear Schrödinger equation with periodic initial conditions View Article
The implementation of the unified transform to the nonlinear Schrödinger equation with periodic initial conditions
B Deconinck, AS Fokas, J Lenells
Mar 20, 2021
Original Paper Integrable evolution equation Periodic solution Riemann–Hilbert problem Finite-gap solution Inverse scattering Unified transform method Fokas method Linearizable boundary condition 35Q55 37K15 35G30
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