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ISBN 10: 9040725489
ISBN 13: 9789040725487
Author: Youjin Deng
The behavior of many critical phenomena at large distances is expected to be invariant under the full conformal group, rather than only isometries and scale transformations. When studying critical phenomena, approximations are often required, and the framework of the nonperturbative, or functional renormalization group is no exception. The derivative expansion is one of the most popular approximation schemes within this framework, due to its great performance on multiple systems, as evidenced in the last decades. Nevertheless, it has the downside of breaking conformal symmetry at a finite order. This breaking is not observed at the leading order of the expansion, denoted LPA approximation, and only appears once one considers, at least, the next-to-leading order of the derivative expansion (
Three‑Dimensional Ising Models under Constraints
Cluster Simulation of Transverse Ising Model
Conformal Invariance in Ising and Percolation Models
Critical Phenomena with Energy‑like & Magnetic Constraints
Constrained Tricritical Ising Model (3D)
Tricritical Phenomena in Two Dimensions
Monte Carlo Study of Backbone Exponents
Geometric Properties of Potts Configurations
Edge Transitions in 2D Tricritical Potts Models
conformal symmetry
conformal quantum mechanics
conformal field theory and critical phenomena in two-dimensional systems
conformal cyclic cosmology model
conformal compactification
Tags: Youjin Deng, Conformal, Symmetries
