NEUP CINR-23-29416: Quantum Computing Algorithms for Deterministic Neutron Transport

This project will develop algorithms for solving the k-eigenvalue form of the neutron transport equation in a nuclear reactor physics context on a quantum computer. The asymptotic scaling of the algorithms will be analyzed. Investigation into implementation will be made by making resource estimates by synthesizing explicit circuits for the algorithms, and be studied by emulation on a classical computer.

Additional Info

Field	Value
Awarded Institution	University of Michigan
PI	Brian Kiedrowski