Sam Nariman

Sam Nariman's research delves into the intricate applications of homotopy theory within the moduli space of geometric structures. As an Assistant Professor in Mathematics at Purdue University, Sam is particularly intrigued by the complexities of foliated manifold bundles and the principles of homological stability. His academic journey began at Sharif University of Technology, culminating in a PhD from Stanford University in 2015. Sam's work extends into the realms of stable homology of moduli spaces and the automorphism groups of manifolds, exploring the nuanced intersections of geometry and topology. His research interests are deeply rooted in algebra, geometric topology, and algebraic topology, where he seeks to uncover new insights and applications. Through his scholarly endeavors, Sam aims to contribute significantly to the understanding and advancement of these mathematical fields. At Purdue University, Sam is committed to fostering a collaborative and dynamic research environment. He actively engages with students and colleagues, encouraging exploration and innovation in mathematical theories and applications. His dedication to teaching and research continues to inspire the next generation of mathematicians, nurturing their curiosity and passion for the subject.