Exact renormalization group for wave functionals
arXiv:2211.05534 · doi:10.1093/ptep/ptad029
Abstract
Motivated by the construction of the cMERA for interacting field theories, we derive a non-perturbative functional differential equation for wave functionals in scalar field theories from the exact renormalization group equation. We check the validity of the equation using the perturbation theory. We calculate the wave functional up to the first-order perturbation and verify that it satisfies the equation.
15 pages, published version
References in corpus (9)
- Liouville Action as Path-Integral Complexity: From Continuous Tensor Networks to AdS/CFT
- Entanglement Entropy in the O(N) model
- Numerical study of entanglement entropy in SU(2) lattice gauge theory
- Entanglement Entropy in Scalar Field Theory
- Entanglement entropy of the large Wilson-Fisher conformal field theory
- Gradient flow exact renormalization group
- Wilsonian Effective Action and Entanglement Entropy
- Entanglement Entropy: Non-Gaussian States and Strong Coupling
- The Large Limit of icMERA and Holography