Ruelle, David - Institut des Hautes Études Scientifiques (IHÉS)

• PERTURBATION THEORY FOR LYAPUNOV EXPONENTS OF A TORAL MAP: EXTENSION OF A RESULT OF SHUB AND WILKINSON.
• A REVIEW OF LINEAR RESPONSE THEORY FOR GENERAL DIFFERENTIABLE DYNAMICAL SYSTEMS.
• MATHEMATICAL PLATONISM RECONSIDERED*. by David Ruelley.
• SMOOTH DYNAMICS AND NEW THEORETICAL IDEAS IN NONEQUILIBRIUM STATISTICAL MECHANICS.
• DIFFERENTIATING THE ABSOLUTELY CONTINUOUS INVARIANT MEASURE OF AN INTERVAL MAP f
• NONEQUILIBRIUM STATISTICAL MECHANICS AND ENTROPY PRODUCTION IN A CLASSICAL INFINITE SYSTEM OF ROTATORS.
• GRACE-LIKE POLYNOMIALS. by David Ruelle*.
• May 16, 2010 PHASE TRANSITIONS WITH FOURSPIN INTERACTIONS.
• POSITIVITY OF ENTROPY PRODUCTION IN THE PRESENCE OF A RANDOM THERMOSTAT.
• WHAT PHYSICAL QUANTITIES MAKE SENSE IN NONEQUILIBRIUM STATISTICAL MECHANICS?
• CHARACTERIZATION OF LEE-YANG POLYNOMIALS. by David Ruelle*.
• COUNTING UNBRANCHED SUBGRAPHS (revised). by David Ruelle*.
• May 16, 2010 PHASE TRANSITIONS WITH FOUR-SPIN INTERACTIONS.
• Absolutely singular dynamical foliations David Ruelle and Amie Wilkinson
• NONEQUILIBRIUM STATISTICAL MECHANICS NEAR EQUILIBRIUM: COMPUTING HIGHER ORDER TERMS.
• CONVERSATIONS ON MATHEMATICS WITH A VISITOR FROM OUTER SPACE by David Ruelle*.
• ANALYTICITY OF THE SUSCEPTIBILITY FUNCTION FOR UNIMODAL MARKOVIAN MAPS OF THE INTERVAL.
• ENTROPY PRODUCTION IN QUANTUM SPIN SYSTEMS. (revised Nov. 2000)
• STRUCTURE AND f-DEPENDENCE OF THE A.C.I.M. FOR A UNIMODAL MAP f OF MISIUREWICZ TYPE.
• APPLICATION OF HYPERBOLIC DYNAMICS TO PHYSICS: SOME PROBLEMS AND CONJECTURES.
• aStrangeAttractor? David Ruelle
• GENERAL LINEAR RESPONSE FORMULA IN STATISTICAL MECHANICS, AND THE FLUCTUATION-DISSIPATION THEOREM FAR FROM EQUILIBRIUM.
• ZEROS OF GRAPH-COUNTING POLYNOMIALS. by David Ruelle*.
• NATURAL NONEQUILIBRIUM STATES IN QUANTUM STATISTICAL MECHANICS. by David Ruelle*.
• SINGULARITIES OF THE SUSCEPTIBILITY OF AN SRB MEASURE IN THE PRESENCE OF STABLE-UNSTABLE TANGENCIES. *
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• DIFFERENTIATION OF SRB STATES FOR HYPERBOLIC FLOWS. by David Ruelle*.
• WHAT PHYSICAL QUANTITIES MAKE SENSE IN NONEQUILIBRIUM STATISTICAL MECHANICS?
• STRUCTURE AND f-DEPENDENCE OF THE A.C.I.M. FOR A UNIMODAL MAP f OF MISIUREWICZ TYPE.
• DIFFERENTIATION OF SRB STATES FOR HYPERBOLIC FLOWS. by David Ruelle*.
• PREDICTABLE, CHAOTIC AND HISTORICAL by David Ruelle
• SOME ILL-FORMULATED PROBLEMS ON REGULAR AND MESSY BEHAVIOR IN STATISTICAL MECHANICS AND SMOOTH DYNAMICS FOR WHICH
• ENTROPY PRODUCTION IN NONEQUILIBRIUM STATISTICAL MECHANICS. by David Ruelle.
• A REVIEW OF LINEAR RESPONSE THEORY FOR GENERAL DIFFERENTIABLE DYNAMICAL SYSTEMS.
• SRB STATES AND NONEQUILIBRIUM STATISTICAL MECHANICS CLOSE TO EQUILIBRIUM.
• DYNAMICAL ZETA FUNCTIONS AND TRANSFER OPERATORS by David Ruelle*.
• DIFFERENTIATION OF SRB STATES: CORRECTION AND COMPLEMENTS. by David Ruelle*
• CHAOS, IMPREDICTIBILITE ET HASARD. (David Ruelle)
• Note added in proof. It should be noted that the existence of the C hyperbolic splitting TKM = V u V s
• POSITIVITY OF ENTROPY PRODUCTION IN NONEQUILIBRIUM STATISTICAL MECHANICS.
• A REMARK ON THE EQUIVALENCE OF ISOKINETIC AND ISOENERGETIC THERMOSTATS IN THE THERMODYNAMIC LIMIT.
• David Ruelle: Chaos Theory and Historical Probabilities. Nature presents us with a bewildering variety of complex systems, from the Earth's