THRIFT algorithms
Consider a Hamiltonian of the form H = H0 + αH1 where α ≪ 1, the norms of H0 and H1 are comparable, and the unitary \({U}_{0}={e}^{-it{H}_{0}}\) can be implemented exactly for arbitrary times t with an efficient…
Consider a Hamiltonian of the form H = H0 + αH1 where α ≪ 1, the norms of H0 and H1 are comparable, and the unitary \({U}_{0}={e}^{-it{H}_{0}}\) can be implemented exactly for arbitrary times t with an efficient…