Workshop IV: Algebraic Varieties and Electronic Structure
A workshop advancing algebraic and computational methods for strongly correlated quantum systems in electronic structure theory, fostering collaboration across mathematics, quantum science, and computation.
Funder: Institute for Pure and Applied Mathematics
Due Dates: March 24, 2027
Funding Amounts: Registration fees: $10–$100; limited financial support available for travel and participation (priority for early-career researchers).
Summary: Workshop on algebraic and computational methods for strongly correlated quantum systems in electronic structure theory.
Key Information: Applications by March 24, 2027 receive fullest consideration for registration and financial support.
Description
This workshop focuses on the intersection of algebraic geometry and electronic structure theory, aiming to advance new mathematical frameworks and computational tools for studying strongly correlated quantum systems. Topics include tensor structures, representation theory, Kalman and truncation varieties, polynomial optimization, differential algebra for Green’s function methods, and computational complexity in electronic structure. Applications to bosonic systems and quantum chemistry using advanced algebraic techniques are also discussed. The event is designed to foster collaboration among mathematicians, quantum scientists, and computational researchers, and includes a poster session for participants.
