Mincong (Jerry) Huang
Postdoctoral Fellow
Mathematical Sciences and Cognitive Science, co-mentored with Stefan T. Radev
2025-present
We are an interdisciplinary team working across applied mathematics, materials science, quantum chemistry, scientific computing, and quantum algorithms.
“If I have seen further it is by standing on the shoulders of Giants.” Isaac Newton
Postdoctoral Fellow
Mathematical Sciences and Cognitive Science, co-mentored with Stefan T. Radev
2025-present
Postdoctoral Fellow
Mathematical Sciences
2024-present
Graduate Student
Mathematical Sciences
2026-present
Graduate Student
Mathematical Sciences
2025-present
Graduate Student
Mathematical Sciences
2023-present
Graduate Student
Mathematical Sciences
2023-present
Undergraduate Researcher
Computer Science and Mathematics
2026-present
Undergraduate Researcher
Computer Science
2024-present
We welcome inquiries from students and researchers who are excited by mathematically rigorous, computationally ambitious work in quantum and materials science. Formal funded openings will be posted here when available.
Preparation for research in the group is best viewed as a path rather than a checklist. Students do not need to arrive with expertise in all of these areas. We welcome inquiries from motivated students with a foundation in applied mathematics, curiosity about quantum and materials science, and enthusiasm for developing the tools needed to work at their intersection.
During the early stages of the PhD, students preparing to work in this area should build familiarity with:
At RPI, MATH 6800, Computational Linear Algebra, and MATP 6610, Computational Optimization, are natural course choices for developing this foundation.
Students should also plan to develop a solid programming foundation early in the program. CSCI 1100, Computer Science I, and CSCI 1200, Data Structures, or equivalent coursework provide a useful starting point.
Prior specialization in quantum theory is not required. What matters is curiosity about the subject and a willingness to develop familiarity with:
Students can build this foundation during the early stages of the PhD through courses such as PHYS 6510, Quantum Mechanics I, and MATH 6890, Mathematical Foundations of Modern Quantum Many-Body Theory.
Undergraduate projects are considered based on preparation, research fit, and available mentoring capacity. Interested students should include their program, relevant coursework, programming experience, and a short description of their interests when writing.
Graduate Researcher
Mathematical Sciences
2024-2025
Graduate Researcher
Mathematical Sciences
Summer 2024
Undergraduate Researcher
Mathematical Sciences
Fall 2024
Undergraduate Researcher
Physics
2024-2026
Undergraduate Researcher
Computer Science
2024-2026