
Deriving the SWM Lecture 1: Conservation of Potential Vorticity
04 May 2016   Contributor(s):: Christopher KRT Jones
This lecture develops the conservation equation for potential vorticity in the shallow water model.

Deriving the SWM Lecture 2: Stream Functions for Velocity Fields
04 May 2016   Contributor(s):: Christopher KRT Jones
This lecture develops the formulation of the stream function for the velocity field of the shallow water equation. his is the second in a series of short lectures on deriving the shallow water model, given by Chris Jones in 2013.

Deriving the SWM Lecture 3: Barotropic Vorticity Equations
04 May 2016   Contributor(s):: Christopher KRT Jones
This lecture develops the barotropic vorticity equations for the shallow water model. This is background lecture 2.1C in the Mathematics of Climate Modelling course.

Dynamics of Planet Earth at SIAM Conference on Application of Dynamical Systems, Snowbird, UT
Collections 
15 Mar 2016 
Posted by Karna Gowda
https://mcrn.hubzero.org/groups/members/collections/mcrnworkshopsandminisymposia

Geometric Dynamical Systems: Manifolds and Stability Part I
04 May 2016   Contributor(s):: Christopher KRT Jones
This is the first part of a series of dynamical systems lectures on the center, stable and unstable manifold theorems. This short lecture series was part of the MCRN Mathematics of Climate Modelling Course taught at the University of North Carolina by Chris Jones in 2013. This course was a...

Geometric Dynamical Systems: Manifolds and Stability Part II
04 May 2016   Contributor(s):: Christopher KRT Jones
This is the second part of a series of dynamical systems lectures on the center, stable and unstable manifold theorems. This is background lecture 3.1B for the Mathematics of Climate Modelling course.

Geometric Dynamical Systems: Manifolds and Stability Part III
04 May 2016   Contributor(s):: Christopher KRT Jones
This is the final part of a series of dynamical systems lectures on the center, stable and unstable manifold theorems. This is background lecture 3.1C for the Mathematics of Climate Modelling course.

Hans G Kaper
Short bio: Dr. Hans Kaper is an applied mathematician interested in the mathematics of physical systems. His research focuses on analytical and numerical methods...
https://mcrn.hubzero.org/members/1043

Feb 01 2016
Intensive Research Programme on Advances in Nonsmooth Dynamics
A 3month research program on Advances in Nonsmooth Dynamics will be held from 1 February  29 April 2016 at the Centre de Recerca Matematica (CRM) in Barcelona.Goals:This program will take stock...
https://mcrn.hubzero.org/events/details/30

Introduction to the Mathematics of Climate
07 May 2015   Contributor(s):: Richard McGehee
This course will investigate the following questions from a mathematical perspective. What determines the Earth's surface temperature? Why does the carbon dioxide in the atmosphere affect the climate? How do changes in the Earth's orbital parameters change the climate? Why has the Earth...

Introduction to the Mathematics of Climate at UMN  Lecture 12
12 May 2015   Contributor(s):: Richard McGehee
This is lecture 12 in the series "Introduction to the Mathematics of Climate" offered at the University of Minnesota in 2014 with the support of MCRN and The Institute for Mathematics and its Applications.

Introduction to the Mathematics of Climate at UMN  Lecture 13
12 May 2015   Contributor(s):: Richard McGehee
This is lecture 13 in the series "Introduction to the Mathematics of Climate" offered at the University of Minnesota in 2014 with the support of MCRN and The Institute for Mathematics and its Applications.

Introduction to the Mathematics of Climate at UMN  Lecture 14
12 May 2015   Contributor(s):: Richard McGehee
This is lecture 14 in the series "Introduction to the Mathematics of Climate" offered at the University of Minnesota in 2014 with the support of MCRN and The Institute for Mathematics and its Applications.

Introduction to the Mathematics of Climate at UMN  Lecture 15
12 May 2015   Contributor(s):: Richard McGehee
This is lecture 15 in the series "Introduction to the Mathematics of Climate" offered at the University of Minnesota in 2014 with the support of MCRN and The Institute for Mathematics and its Applications.

Introduction to the Mathematics of Climate at UMN  Lecture 16
12 May 2015   Contributor(s):: Richard McGehee
This is lecture 16 in the series "Introduction to the Mathematics of Climate" offered at the University of Minnesota in 2014 with the support of MCRN and The Institute for Mathematics and its Applications.

Introduction to the Mathematics of Climate at UMN  Lecture 17
12 May 2015   Contributor(s):: Richard McGehee
This is lecture 17 in the series "Introduction to the Mathematics of Climate" offered at the University of Minnesota in 2014 with the support of MCRN and The Institute for Mathematics and its Applications.

Introduction to the Mathematics of Climate at UMN  Lecture 18
12 May 2015   Contributor(s):: Richard McGehee
This is lecture 18 in the series "Introduction to the Mathematics of Climate" offered at the University of Minnesota in 2014 with the support of MCRN and The Institute for Mathematics and its Applications.

Introduction to the Mathematics of Climate at UMN  Lecture 19
12 May 2015   Contributor(s):: Richard McGehee
This is lecture 19 in the series "Introduction to the Mathematics of Climate" offered at the University of Minnesota in 2014 with the support of MCRN and The Institute for Mathematics and its Applications.

Introduction to the Mathematics of Climate at UMN  Lecture 2
12 May 2015   Contributor(s):: Richard McGehee
This is lecture 2 in the series "Introduction to the Mathematics of Climate" offered at the University of Minnesota in 2014 with the support of MCRN and The Institute for Mathematics and its Applications.

Introduction to the Mathematics of Climate at UMN  Lecture 20
12 May 2015   Contributor(s):: Richard McGehee
This is lecture 20 in the series "Introduction to the Mathematics of Climate" offered at the University of Minnesota in 2014 with the support of MCRN and The Institute for Mathematics and its Applications.