Reference · 1991
General theory of fractal path integrals with applications to many-body theories and statistical physics
Suzuki, M. (1991). General theory of fractal path integrals with applications to many-body theories and statistical physics. Journal of Mathematical Physics, 32(2), 400–407.
- Authors
- Masuo Suzuki
- Venue
- Journal of Mathematical Physics 32, 400–407
Cited from Hamiltonian simulation for the abstract's two claims. There is a product formula of every positive order m, with error of order x to the m+1, and for every order m at least 3 some coefficient in any finite product must be negative. The recursive stage count used on the algorithm page is the one Childs et al. record for Suzuki's formula.
Cited by
- Hamiltonian simulationalgorithm
Updated 26 Oct 2026.