Conformal invariance, unitarity, and critical exponents in two dimensions

@article{Friedan1984ConformalIU,
  title={Conformal invariance, unitarity, and critical exponents in two dimensions},
  author={D. Friedan and Z. Qiu and Stephen H. Shenker},
  journal={Physical Review Letters},
  year={1984},
  volume={52},
  pages={1575-1578}
}
  • D. Friedan, Z. Qiu, Stephen H. Shenker
  • Published 1984
  • Physics
  • Physical Review Letters
    • L'invariance conforme et l'unitarite limitent severement les valeurs possibles des exposants critiques dans les systemes a 2 dimensions 
    View PDF
    878 Citations
    Highly Influential Citations
    7
    Background Citations
    59
    Methods Citations
    16
    Results Citations
    2

    Tables from this paper

    Tables

    878 Citations
    Citation Type

    Citation Type

    Explicit Examples of Conformal Invariance
    • 5
    • PDF
    Conformal invariance and critical exponents in two dimensions
    • 8
    Modular Invariant Partition Functions in Two-Dimensions
    • 433
    Two-dimensional critical systems labelled by Dynkin diagrams
    • 236
    Conformal invariance: Moving away from criticality
    Infinite dimensional lie algebras in conformal QFT models
    • 40
    Conformal symmetry of the Heisenberg model in two dimensions
    • 2
    Conformal invariance and integrable theories
    • 58
    • PDF
    Conformal invariance and non-universality in quantum spin chains with a defect
    • 15
    Scale and Conformal Invariance in Quantum Field Theory
    • 263