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Integrable evolution equations in time-dependent domains
A. S. Fokas
,
Beatrice Pelloni
School of Mathematical & Computer Sciences
Research output
:
Contribution to journal
›
Article
›
peer-review
16
Citations (Scopus)
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Mathematics
Dispersive
33%
Evolution Equation
100%
Initial-Boundary Value Problem
33%
Positive Constant
33%
Schr Dinger Equation
33%
Smooth Function
33%
Spatial Derivative
33%
Time-Dependent Domain
100%
INIS
boundary-value problems
33%
equations
33%
evolution equations
100%
implementation
33%
nonlinear problems
33%
time dependence
100%