Algorithms » Faculty

Photo of Kejun Huang Ph.D. Kejun Huang, Ph.D. Associate Professor
Photo of Eakta Jain Ph.D. Eakta Jain, Ph.D. Associate Professor

Eakta Jain, Ph.D., is an associate professor in the Department of Computer & Information Science & Engineering at the University of Florida. She received her Ph.D. and M.S. degrees in Robotics from Carnegie Mellon University and her B.Tech. degree from IIT Kanpur. She has industry experience at Texas Instruments R&D labs, Disney Research Pittsburgh, and the Walt Disney Animation Studios.…

Photo of Sartaj Sahni Ph.D. Sartaj Sahni, Ph.D. Distinguished Professor
352-450-1490
Photo of Meera Sitharam Ph.D. Meera Sitharam, Ph.D. Professor
352-294-6670

Primary Research Area

Discrete and Computational Geometry

Research Areas

Discrete and Computational Geometry, Complexity, Algorithmic Foundations, Open source Mathematical Software, Foundations of Machine Learning, Modeling in Physics, Engineering and Game Theory

Education
Ph.D., University of Wisconsin-Madison
B.Tech, Indian Institute of Technology, Madras, India
Research Interests
Geometry, Complexity, Discrete modeling and algorithms, Open source mathematical software, Application of the above in Natural and Social Sciences and Engineering
Awards & Distinctions

  • Fulbright-Nehru Academic and Professional Excellence Award: 2025-27(flex)
  • Institute for Computational and Experimental Research in Mathematics (ICERM) fellow: Spring 2025
  • Fields Institute Visiting Fellow: Summer 2023 and Spring 2021
  • UF Term Professorship 2018-21
  • Alexander von Humboldt Fellow 1990-92
Photo of My T. Thai Ph.D. My T. Thai, Ph.D. Professor
352-294-6671
Photo of Alper Üngör Ph.D. Alper Üngör, Ph.D. Associate Professor
352-392-1147

Alper Üngör’s research is on the junction of the two main branches of computer science, theoretical computer science and scientific computing. Specifically, his research interests are in computational geometry, with special emphasis in mesh generation. His main goal is to understand the mathematical (mostly geometrical) structure of engineering problems and develop provably good algorithms to solve them.…