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Perturbative Methods for Modelling (M2)
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Perturbative Methods for Modelling
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Méthodes perturbatives pour la modélisation / Perturbative Methods for Modelling
Olivier THUAL, INP Toulouse
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Ordinary Differential Equations
Variation of parameters
Workshop
Green function
Workshop
Difference Equation
Gamma function
Workshop
Approximate Solution of Linear Differential Equations
Singular points
Workshop
Airy functions
Workshop
Frobenius method
Workshop
Irregular singular points
Workshop
Bessel functions
Workshop
Approximate Solution of Nonlinear Differentiale Equations
Critical points
Workshop
Asymptotic Expansion of Integrals
Watson's lemma
Workshop
Laplace's method
Workshop
Path deformation
Workshop
Steepest descent method
Workshop
Stationnary phase method
Workshop
Perturbation Series
Perturbation of an eigenvalue problem
Workshop
Boundary Layer Theory
Boundary layer
Workshop
WKB Theory
Schrödinger equation
Workshop
Sturm-Liouville problem
Workshop
Airy equation
Workshop
Turning point
Workshop
Multi-Scale Analysis
Periodic solutions
Workshop
Mathieu equation
Workshop