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Mathematics of Planet Earth 2013

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Public Lecture: “Mathematics and the Melting Polar Ice Caps”

Kenneth M. Golden, University of Utah, will deliver the MAA-AMS-SIAM Gerald and Judith Porter Public Lecture on Saturday, January 12, 3:00 p.m. - 4:00 p.m., Room 6AB, Upper Level, San Diego Convention Center.
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Recent Posts

  • Using mathematical modeling to eradicate diseases

    The Guinea Worm Disease, which already affected 50 million people, is almost eradicated with fewer than 2000 cases. What happened?
    Mathematical modeling helps identifying the most relevant parameter and design a strategy of action. Continue reading →

MPE2013 Newsletter

Coalescent Theory: New Developments and Applications

Evolution

Organized by Philip Awadalla (Montréal), Robert C. Griffiths (Oxford), Fabrice Larribe (UQÀM), Sabin Lessard (Montréal)

10/07/2013 - 10/11/2013

Centre de recherches mathématiques

Coalescent theory is one of the most elegant and powerful probabilistic approaches in mathematical population genetics. It formalizes the backward perspective on evolution in large finite populations by considering a population evolving forward in time under the effects of various factors, conditional on genetic data observed in the current generation, providing a link between evolutionary models and empirical data.

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