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AMCS seminar Series| On Optimal mass transport: theory and applications

Start Date: May 17, 2017
End Date: May 17, 2017

By Professor Emanuel Indrei (Purdue University)

The optimal transport problem consists of finding an optimal strategy to allocate a given amount of resources, where optimality is measured via a suitable cost function. The theory has numerous applications to geometry, analysis, partial differential equations, probability and the applied sciences. In this short course, we introduce the main mathematical ingredients of the theory and discuss existence, uniqueness, and regularity of optimal strategies. Moreover, we discuss applications to geometry and functional inequalities.
 
Biography: B.S. Georgia Institute of Technology, 2007 Ph.D. University of Texas at Austin, 2013 Postdoctoral (2013-2015): Australian National University; Mathematical Sciences Research Institute in Berkeley, California; Carnegie Mellon University. At present: Assistant Professor at Purdue University

More Information:

For more info contact: Prof. Diogo Gomes: email: diogo.gomes@kaust.edu.sa

Date: Wednesday 17 May , Monday 22 May ,Wednesday 24 May and Monday 29 May 2017 (4 mini courses)
Time: 02:00 PM - 03:00 PM
Location: Location: Building 1, Level 3, Room 3119
Refreshments: Provided at 1:45 pm