Published several papers, including 'Local Distance-Preserving Node Embeddings and Their Performance on Random Graphs', 'Improved Image Classification with Manifold Neural Networks', 'A Generative Model for Controllable Feature Homophily in Graphs', and more.
Research Experience
Former METEOR and FODSI postdoctoral fellow at MIT, working with Prof. Stefanie Jegelka; former Google Research Fellow at the Simons Institute for the Theory of Computing.
Education
PhD from the Electrical and Systems Engineering Department at Penn, advised by Prof. Alejandro Ribeiro.
Background
Assistant Professor in the Department of Applied Mathematics and Statistics at Johns Hopkins University, with research interests in machine learning, signal processing, and network science, focusing on developing scalable algorithms for learning on non-Euclidean domains such as graphs and data manifolds. Also interested in physics-informed machine learning, manifold learning, and combinatorial optimization.