Basic Information
Asymptotic Expansions, Stokes Phenomenon, Regular and Singular Perturbations of Algebraic and Transcendental Equations, Dominant Balance, Local Solutions of Ordinary Differential Equations, Integrals # Watson's Lemma, Laplace Method, Fourier-type Integrals, Stationary Phase, Steepest Descant, Nonlocal Contributions,matched Asymptotic Expansions# Boundary Layers, Weak Advections, Multiple Scales# Wkb, Turning Points, Poincare-lindstedt, Resonance. Learning Outcomes# The Student Will Be Able to Obtain Systematic Approximations.
Faculty: Mathematics
|Graduate Studies
Pre-required courses
104122 - Complex Function Theory 1 or 104215 - Complex Functions A or 104221 - Complex Functions and Integral Transform
Course with no extra credit
198001 - Asymptotic Methods 1 198002 - Asymptotic Methods 2
Semestrial Information
Weekly Hours
4 Academic Credit • 4 Lecture Hours
Responsible(s)
Amir Sagiv
Registration Groups
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Weekly Hours
4 Academic Credit • 4 Lecture Hours
Responsible(s)
Nir Gavish
Registration Groups
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Weekly Hours
4 Academic Credit • 4 Lecture Hours
Responsible(s)
Ehud Yariv
Registration Groups
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