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We demonstrate that nanoptera arise from the Stokes phenomenon and appear as special curves (called Stokes curves) are crossed in the complex plane. We use ...
Jul 24, 2016 · Abstract:We study asymptotic solutions to a singularly-perturbed, period-2 Toda lattice and use exponential asymptotics to examine ...
Apr 19, 2018 · Abstract. We study asymptotic solutions to a singularly perturbed, period-2 Toda lattice and use exponential.
We study asymptotic solutions to a singularly-perturbed, period-2 Toda lattice and use exponential asymptotics to examine 'nanoptera', which are nonlocal ...
Apr 19, 2018 · We study asymptotic solutions to a singularly perturbed, period-2 Toda lattice and use exponential asymptotics to examine "nanoptera," which ...
We study asymptotic solutions to a singularly perturbed, period-2 Toda lattice and use exponential asymptotics to examine “nanoptera,” which are nonlocal
Dive into the research topics of 'Nanoptera in a period-2 Toda chain'. Together they form a unique fingerprint. Sort by; Weight · Alphabetically. Mathematics.
Jan 15, 2020 · Abstract. This work presents asymptotic solutions to a singularly-perturbed, period-2 FPUT lattice and uses exponential asymptotics to examine ' ...
Nov 23, 2022 · In our investigation, we convert the lattice equations into advance–delay equations and examine the behavior of GSWs in the resulting systems.