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MA 686N

Mathematics of Planet Earth II

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This course concerns mathematical techniques applicable in modelling the Earth’s climate. We will study fluid dynamics modelling and simplifications to shallow water equations, vortex dynamics and reductions from continuous (PDEs) to discrete (ODEs) models (point vortices). We will employ perturbation theory and asymptotic expansions, as well as elements of Hamiltonian dynamics. Prerequisites: Permission of the instructor.

This course concerns mathematical techniques applicable in modelling the Earth’s climate. We will study fluid dynamics modelling and simplifications to shallow water equations, vortex dynamics and reductions from continuous (PDEs) to discrete (ODEs) models (point vortices). We will employ perturbation theory and asymptotic expansions, as well as elements of Hamiltonian dynamics. Prerequisites: Permission of the instructor.

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This course concerns mathematical techniques applicable in modelling the Earth’s climate. We will study fluid dynamics modelling and simplifications to shallow water equations, vortex dynamics and reductions from continuous (PDEs) to discrete (ODEs) models (point vortices). We will employ perturbation theory and asymptotic expansions, as well as elements of Hamiltonian dynamics. Prerequisites: Permission of the instructor.

MA 686N

Mathematics of Planet Earth II

0%Liked

Easy

0%

Useful

0%

0 ratings

This course concerns mathematical techniques applicable in modelling the Earth’s climate. We will study fluid dynamics modelling and simplifications to shallow water equations, vortex dynamics and reductions from continuous (PDEs) to discrete (ODEs) models (point vortices). We will employ perturbation theory and asymptotic expansions, as well as elements of Hamiltonian dynamics. Prerequisites: Permission of the instructor.

This course concerns mathematical techniques applicable in modelling the Earth’s climate. We will study fluid dynamics modelling and simplifications to shallow water equations, vortex dynamics and reductions from continuous (PDEs) to discrete (ODEs) models (point vortices). We will employ perturbation theory and asymptotic expansions, as well as elements of Hamiltonian dynamics. Prerequisites: Permission of the instructor.

0%Liked

Easy

0%

Useful

0%

0 ratings

This course concerns mathematical techniques applicable in modelling the Earth’s climate. We will study fluid dynamics modelling and simplifications to shallow water equations, vortex dynamics and reductions from continuous (PDEs) to discrete (ODEs) models (point vortices). We will employ perturbation theory and asymptotic expansions, as well as elements of Hamiltonian dynamics. Prerequisites: Permission of the instructor.

MA 686N Prerequisites

No Prerequisite Information Available

MA 686N Leads To

No Leads To Information Available

MA 686N Restrictions

Must be enrolled in one of the following Levels:

Graduate (GR)

Course Schedule