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A remark on Dobrushin's uniqueness theorem
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What this work says
Outgoing claims: the papers this work cites, builds on, or argues with.
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Existence of phase transitions for long-range interactions
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High-temperature analyticity in classical lattice systems
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Correlations in Ising ferromagnets. III
inferredcites →https://doi.org/10.1137/1113026openalex-snapshot
The Description of a Random Field by Means of Conditional Probabilities and Conditions of Its Regularity
What points at this work
Incoming claims: where this work appears in other papers’ reference lists and arguments.
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A Model of Crystallization: A Variation on the Hubbard Model
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Constructive Criterion for the Uniqueness of Gibbs Field
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Parametric Inference for imperfectly observed Gibbsian fields
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Mean-field bounds and correlation inequalities
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Absence of second-order phase transitions in the Dobrushin uniqueness region
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High-temperature differentiability of lattice Gibbs states by Dobrushin uniqueness techniques
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Mean field upper bound on the transition temperature in multicomponent ferromagnets
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Phase transition for a one-dimensional lattice gas with hard core
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Description of limit gibbs states for Curie-Weiss-Ising model
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Dobrushin uniqueness techniques and the decay of correlations in continuum statistical mechanics
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Decay of correlations under Dobrushin's uniqueness condition and its applications
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Convergence of grand canonical Gibbs measures
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Convergence of theU(1)4 lattice gauge theory to its continuum limit
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Infinite-dimensional diffusion processes as gibbs measures on $$C[0,1]^{Z^d }$$
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The global Markov property for equilibrium states which are determined by correlations in a strip
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Application of Dobrushin's uniqueness theorem toN-Vector models
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Local Ward identities and the decay of correlations in ferromagnets
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High temperature expansions and dynamical systems
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Mean-Field Limit and Phase Transitions for Nematic Liquid Crystals in the Continuum
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Random-Cluster Correlation Inequalities for Gibbs Fields
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Approximate Bayes model selection procedures for Gibbs-Markov random fields
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Uniqueness theorem for a class of continuous systems
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A central limit theorem for nonuniform φ-mixing random fields with infinite variance
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Statistical Mechanics of Lattice Systems
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The Monge–Kantorovich Mass Transference Problem and Its Stochastic Applications
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On the Wasserstein distance and the Dobrushin uniqueness theorem
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Poincaré and transportation inequalities for Gibbs measures under the Dobrushin uniqueness condition
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Perspectives in Statistical Mechanics
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