Tobias Colding – MIT
Geometry of PDEs
15 Kasım 2023 Çarşamba, 09:00 (New York), 14:00 (Londra), 17:00 (Istanbul)
Optimal geometric structures and the evolution of shapes are governed by partial differential equations. These same types of equations come up over and over again across many diverse areas in science, engineering, and mathematics. The geometric invariance makes the equations canonical and means that they also describe phenomena seemingly unrelated to geometry. Often the geometry unlocks the structure of the equation and leads to fundamental tools in PDE. Conversely, analysis has played a central role in the development of geometry. Understanding the equations and their fundamental properties requires simultaneous insight into both analysis and geometry and the interplay between the two.
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