Amir Babak Aazami

Amir Babak Aazami is an Associate Professor of Mathematics at Clark University. He holds a Ph.D. in Mathematics from Duke University (2011). His research focuses on differential geometry, particularly Lorentzian and Riemannian geometries, with applications to gravitational lensing and spacetime structures. He has developed courses on Quantitative Finance and the Mathematics of Voting and Social Choice, reflecting his interdisciplinary interests.

His work delves into curvature properties of spacetimes, Petrov classification of metrics, and geometric limits. Recent contributions include studies on exact gravitational wave solutions, Kähler metrics in Lorentzian settings, and the Riemannian-to-Lorentzian bridge. He has presented on topics such as democracy's game theory and real-world applications of geometry.

Prof. Aazami's research trends emphasize geometric analysis, spacetime topology, and algebraic classification of metrics. His publications span over a decade, with a focus on general relativity, differential geometry, and geometric mechanics.