## Research Activity

Partial Differential Equations show up in almost all fields of exact sciences. Within this broad scope, research at UConn’s math department focuses mainly on the following topics:

- Linear partial differential equations and Brownian motion.
- Nonlinear Analysis: the Mountain Pass Theorem.
- The Gierer Meinhardt model.
- Bose Einstein condensates.
- Calculus of variations.
- Fully nonlinear partial differential equations and its applications to differential geometry and algebraic geometry.
- Geometric partial differential equations that arises naturally from mathematical general relativity.
- Elliptic and parabolic equations from materials science and continuum mechanics.

## Members

4

|Analysis|Geometry and Topology|Graduate Faculty|Mathematical Finance|Partial Differential Equations|Probability Theory|Regular Faculty|Research|

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|Graduate Faculty|Mathematics Education|Partial Differential Equations|Regular Faculty|Research|

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|Applied Mathematics|Graduate Faculty|Partial Differential Equations|Regular Faculty|Research|

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|Geometry and Topology|Graduate Faculty|Partial Differential Equations|Regular Faculty|Research|

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|Applied Mathematics|Graduate Faculty|Numerical Analysis|Partial Differential Equations|Regular Faculty|Research|

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|Analysis|Geometry and Topology|Graduate Faculty|Partial Differential Equations|Regular Faculty|Research|

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|Geometry and Topology|Graduate Faculty|Partial Differential Equations|Regular Faculty|Research|

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|Geometry and Topology|Graduate Faculty|Partial Differential Equations|Regular Faculty|Research|

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|Administrative Staff|Applied Mathematics|Department Head's Office|Graduate Faculty|Partial Differential Equations|Regular Faculty|Research|

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