The random-walk representation of classical spin systems and correlation inequalities
- 1 March 1983
- journal article
- Published by Springer Nature in Communications in Mathematical Physics
- Vol. 91 (1) , 117-139
- https://doi.org/10.1007/bf01206055
Abstract
No abstract availableKeywords
This publication has 37 references indexed in Scilit:
- A new proof of the existence and nontriviality of the continuum ? 2 4 and ? 3 4 quantum field theoriesCommunications in Mathematical Physics, 1983
- Geometric analysis of ?4 fields and Ising models. Parts I and IICommunications in Mathematical Physics, 1982
- The random walk representation of classical spin systems and correlation inequalitiesCommunications in Mathematical Physics, 1982
- On the triviality of λϕd4 theories and the approach to the critical point in d(−) > 4 dimensionsNuclear Physics B, 1982
- Proof of the Triviality ofField Theory and Some Mean-Field Features of Ising Models forPhysical Review Letters, 1981
- Quantum PhysicsPublished by Springer Nature ,1981
- On the 1/n expansionCommunications in Mathematical Physics, 1980
- A lower bound for the mass of a random Gaussian latticeCommunications in Mathematical Physics, 1978
- New rigorous inequality for critical exponents in the Ising modelPhysical Review B, 1976
- Euclidean Quantum Field Theory. I. Equations for a Scalar ModelJournal of Mathematical Physics, 1966