Earth
Richard McGehee
The Mathematics of Climate Seminar
University of Minnesota
School of Mathematics

 

Fall 2012 Schedule

 

 
 
   
   
September 11, 2012
       The Scientific Case for Anthropogenic Warming I, Richard McGehee, School of Mathematics
       The scientific evidence for global warming and for the impact of human activity on the climate will be presented and discussed.
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September 18, 2012
       The Scientific Case for Anthropogenic Warming II, Richard McGehee, School of Mathematics
       The scientific evidence for global warming and for the impact of human activity on the climate will continue to be discussed.
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September 25, 2012
       The Earth's Glacial Cycles, Richard McGehee, School of Mathematics
       For millions of years the Earth has cycled through climate variations involving the advance and retreat of glaciers. The evidence linking these cycles to variations in the Earth's orbital parameters will be discussed.
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October 2, 2012
       Recent Developments in the Theory of Glacial Cycles, Richard McGehee, School of Mathematics
       Paleoclimate data gathered in the last thirty years has challenged previous theories and has given rise to a variety of models.
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October 9, 2012
       Budyko's Energy Balance Model: To Infinite Dimensional Function Space and Beyond, Esther Widiasih, University of Arizona
      

Mihail Budyko invented an Energy Balance Model (EBM) that capture the effect of ice albedo feedback on Earth's temperature profile. This model implies that Earth climate would be eternally frigid, had it plunged into a snowball state. Recent augmentation of this model treats the modeling and analysis of the ice-water boundary, or ice line, when coupled to this EBM.

In this talk, I will discuss the following three topics: first, the coupled temperature profile-ice line system, second the existence of an invariant manifold in this infinite dimensional system. Finally, I will discuss some ongoing effort extending the coupled system to capture another climate feedback beyond ice albedo, namely the green house gas effect, and how it may have saved us from the eternal snowball state.

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October 16, 2012
       Contributing Processes to the Mid-Pleistocene Transition, Samantha Oestreicher, School of Mathematics
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October 23, 2012
       Studying Extreme Climate Events using ORNL's Ultra High Resolution Global Climate Model, Julie Leifeld, School of Mathematics
   
 
October 30, 2012
       An Introduction to Energy Balance Models, Richard McGehee, School of Mathematics
       The physical law of conservation of energy drives many of the fundamental features of the Earth's climate.
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November 6, 2012
       Budyko's Model as an Infinite Dimensional Dynamical System, Richard McGehee, School of Mathematics
       Budyko's energy balance model can be viewed as a dynamical system on an infinite dimensional function space. One can justify the choice of a finite dimensional subspace and can further reduce the system to a one-dimensional attracting invariant curve.
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November 13, 2012
       Budyko's Model as an Infinite Dimensional Dynamical System, II, Richard McGehee, School of Mathematics
       Budyko's energy balance model can be viewed as a dynamical system on an infinite dimensional function space. One can justify the choice of a finite dimensional subspace and can further reduce the system to a one-dimensional attracting invariant curve.
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November 27, 2012
       A box model approach to ocean circulation, Julie Leifeld, School of Mathematics
        
   
 
December 4, 2012
       The Paleocene-Eocene Thermal Maximum, Jon Hahn, School of Mathematics
       The Paleocene-Eocene Thermal Maximum (PETM) was a period of drastic climate change around 55 million years ago, when the average surface temperature rose about 6 degrees. We will discuss the effects of the higher temperatures, theories of processes causing the PETM, and how it compares to our present climate.
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December 11, 2012
       Dramatic Glacial Events Due to Greenhouse Gas Effects in a Conceptual Climate Model, Anna Barry, IMA
        
   
 

Last update: December 5, 2012 ©2012 Richard McGehee