A Convexity Conjecture in Quantum Chemistry via Optimal Transport

Explore a mathematical conjecture in quantum chemistry through the lens of optimal transport theory in this 45-minute conference talk presented at ICBS2025. Delve into the intersection of convexity analysis and quantum mechanical principles as the speaker examines how optimal transport methods can be applied to address fundamental questions in quantum chemistry. Learn about the theoretical framework connecting convex optimization techniques with quantum chemical problems, and discover how these mathematical tools provide new insights into electronic structure theory. Gain understanding of the rigorous mathematical foundations underlying quantum chemical calculations and the potential implications of this convexity conjecture for computational chemistry applications.