Analysis and Partial Differential Equations

Analysis is broadly concerned with problems and techniques that involve estimation, approximation and limiting processes. Many specific areas of math fall entirely or largely under the analysis umbrella. These include riemannian geometry, complex analysis, dynamical systems, probability and many aspects of mathematical physics.  Differential equations, which aims to understand functions from relationships among their derivatives, plays a particularly important role in most of these areas and as a subfield of analysis in its own right.
 

Faculty

Jeffrey Diller Complex Analysis and Geometry, Dynamical Systems
Karsten Grove Differential Geometry and Topology
Matthew Gursky Differential Geometry and Partial Differential Equations
Brian C. Hall Mathematical Physics and Complex Analysis
Qing Han Partial Differential Equations and Differential Geometry
Richard K. Hind Differential Geometry
Gerard Misiolek Global Analysis, Partial Differential Equations
Liviu Nicolaescu Topology and Probability
Marco Radeschi Differential Geometry
Mei-Chi Shaw Complex Analysis and Partial Differential Geometry
Brian B. Smyth - Emeritus  
Dennis Snow Complex Geometry
Nancy Stanton Partial Differential Equations and Complex Geometry
Gabor Szekelyhidi Complex and Partial Differential Geometry
Frederico J. Xavier - Emeritus  

Current Visiting Faculty

Greg Edwards  
Harrison Pugh  
Priyanka Rajan  
Behrouz Taji  

Activities

 
Felix Klein Seminar
PDE, Complex Analysis and Differential Geometry Seminar