Institute for Mathematics Applied to Geosciences (IMAGe)

 

IMAGe Theme-of-the-Year Program (TOY)

The Theme-of-the-Year is a year-long focus on some aspect of applied mathematics and the geosciences, designed to advance research and education between the mathematical and the geoscience communities. Typically TOY sponsors a series of workshops or schools along with a visitor program, coordinates with NCAR science groups and partners with other mathematics institutes.
The topics are selected by the IMAGe external advisory panel and coordinated by one or more Visiting Co-director(s).

Propose a future Theme-of-the-Year


TOY 2010: Mathematicians and climate.

Co-directors:
Chris Jones
University of North Carolina
Hans G. Kaper
Argonne National Laboratory
Mary Lou Zeeman
Bowdoin College

Climate change research is about the future. The driving force is our need to understand what will happen to our planet, be it in terms of predicting climate changes or their societal impacts. For essentially every question asked, a mathematical model is the vehicle for extrapolating into the future. It is then essential that the mathematics community be involved and more mathematicians are brought into climate change research. This program will use NCAR scientists and facilities as a hub to engage mathematical scientists in substantial problems in climate research.

This Theme-of-the-Year is in partnership with the Mathematical Sciences Research Institute (MSRI) with the primary activities being two synthetic workshops and capped by a summer school. This program leverages the deep and long standing ties of MSRI to the mathematics community to involve mathematicians with a broad range of interests and who have the potential to bring a valuable perspcetive on climate modeling. Along with the workshops and school will be a series of targeted visits by mathematical scientists to collaborate on specific areas with climate scientists.


Major activities
  • Mathematics of Interacting Climate Processes Many processes are relevant to climate change. Moreover, they are, in many cases, not well modeled or understood. Mathematical investigations can have an enormous impact in increasing our understanding of these processes and their interactions. These include: the carbon cycle on geological and biological time scales, sea-ice structure and mechanics, ocean circulation, glacier melting, cloud formation, and extreme weather, such as hurricanes, tornadoes and flooding.
  • Data Assimilation and Climate Research (Late Spring 2010) Although climate prediction does not incorporate data in the same sequential manner as weather forecasting, the role of data is critical in many respects. This includes initializing models with the estimate of current conditions and comparing simulated climate to long term collections of observations. An emerging area is the use of data assimliation to scrutize the climate processes in a model using observations on shorter time scales.
  • Climate Change Summer School July 12-23 Approximately 40 graduate students from the mathematical and geosciences will attend a program of lectures that provide both the mathematical and geophysical context for studying climate. Students will spend the second week participating on some specific projects including dynamical systems, combining geopysical models and observations and synthesizing large observational data sets.

 


Last Modified: Friday, 06-Nov-2009 12:13:07 MST