We are currently working on improving our approach by introducing faster credit assignment and including better measurement estimates. We will also extend it to include other grouping techniques.
November 20, 2024 at 11:27 PM
We are currently working on improving our approach by introducing faster credit assignment and including better measurement estimates. We will also extend it to include other grouping techniques.
We consider the coloring problem of the complementary commutativity graph. GFlowNets learns a policy to sample grouping configurations for molecular Hamiltonians. The probability to assign a color to each term is updated according to a measurement based reward.
November 20, 2024 at 11:27 PM
We consider the coloring problem of the complementary commutativity graph. GFlowNets learns a policy to sample grouping configurations for molecular Hamiltonians. The probability to assign a color to each term is updated according to a measurement based reward.