Clustering bounds on \(n\)-point correlations for unbounded spin systems
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Publication:841143
DOI10.1007/s10955-009-9789-yzbMath1179.82018arXiv0901.4756OpenAlexW3099470739MaRDI QIDQ841143
Abdelmalek Abdesselam, Aldo Procacci, Benedetto Scoppola
Publication date: 14 September 2009
Published in: Journal of Statistical Physics (Search for Journal in Brave)
Full work available at URL: https://arxiv.org/abs/0901.4756
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Cites Work
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- Weakly nonlinear Schrödinger equation with random initial data
- Convergent perturbation expansions for Euclidean quantum field theory
- Power series representations for bosonic effective actions
- Not to normal order-notes on the kinetic limit for weakly interacting quantum fluids
- Clustering of fermionic truncated expectation values via functional integration
- A renormalizable field theory: The massive Gross-Neveu model in two dimensions
- The log-Sobolev inequality for weakly coupled lattice fields
- Decay of correlations in classical lattice models at high temperature
- A remark on high temperature polymer expansion for lattice systems with infinite range pair interactions
- A representation for fermionic correlation functions
- On the correlation for Kac-like models in the convex case
- Multiscale formalism for correlation functions of fermions. Infrared analysis of the tridimensional Gross-Neveu model.
- Beta function and Schwinger functions for a many fermions system in one dimension. Anomaly of the Fermi surface
- Explicit fermionic tree expansions
- Correlation at low temperature. I: Exponential decay
- Feynman diagrams in algebraic combinatorics
- Correlation asymptotics of classical lattice spin systems with nonconvex Hamilton function at low temperature
- The short distance behavior of \((\Phi^ 4_ 3)\)
- The strong decay to equilibrium for the stochastic dynamics of unbounded spin systems on a lattice
- Coulomb systems at low density: a review.
- Cluster expansion for abstract polymer models. New bounds from an old approach
- Decrease properties of truncated correlation functions and analyticity properties for classical lattices and continuous systems
- Supersymmetric Dirichlet operators, spectral gaps, and correlations
- Bounds on the Complex Zeros of (Di)Chromatic Polynomials and Potts-Model Partition Functions
- An Explicit Large Versus Small Field Multiscale Cluster Expansion
- On the exponential decay of the n-point correlation functions and the analyticity of the pressure
- Séminaire de Probabilités XXXVI
- The Evaluation of the Collision Matrix
- An Inequality for Mill's Ratio
- The equivalence of the log-Sobolev inequality and a mixing condition for unbounded spin systems on the lattice
- On decay of correlations for unbounded spin systems with arbitrary boundary conditions
