- GENERALIZATION OF THE HILBERT METRIC TO THE SPACE OF POSITIVE DEFINITE MATRICES
- CARLANGELO LIVERANI Abstract. Appunti per il corso di Fisica Matematica I.
- SUL CONTARE CARLANGELO LIVERANI
- Analisi Matematica II Soluzioni esonero 23-04-2003
- Alcuni problemi non banali concernenti Carlangelo Liverani
- COMPACT LOCALLY MAXIMAL HYPERBOLIC SETS FOR SMOOTH MAPS: FINE STATISTICAL PROPERTIES
- Operator Theory: Advances and Applications, Vol. 153, 123141
- ERGODIC PROPERTIES FOR A QUANTUM NON LINEAR DYNAMICS
- A PROBABILISTIC APPROACH TO INTERMITTENCY Carlangelo Liverani, Beno it Saussol, Sandro Vaienti
- Random Classical Fidelity C. Liverani
- ANOSOV DIFFEOMORPHISMS AND COUPLING. XAVIER BRESSAUD AND CARLANGELO LIVERANI
- NUMERI RAZIONALI E REALI CARLANGELO LIVERANI
- ALCUNI PROBLEMI NON BANALI CONCERNENTI I LIMITI CARLANGELO LIVERANI
- Analisi Matematica I Correzione Terzo Appello
- Numeri razionali e reali Carlangelo Liverani
- ENERGY TRANSFER IN A FAST-SLOW HAMILTONIAN DMITRY DOLGOPYAT AND CARLANGELO LIVERANI
- Stability of the spectrum for transfer operators Gerhard Keller, Universitat Erlangen \Lambda
- ON THE WORK AND VISION OF DMITRY DOLGOPYAT CARLANGELO LIVERANI
- ZETA FUNCTIONS AND DYNAMICAL SYSTEMS CARLANGELO LIVERANI AND MASATO TSUJII
- BIRTH OF AN ELLIPTIC ISLAND IN A CHAOTIC SEA CARLANGELO LIVERANI
- FLOWS, RANDOM PERTURBATIONS AND RATE OF MIXING Carlangelo Liverani
- Coupled Markov chains and coupled map lattices
- STABILITY OF STATISTICAL PROPERTIES IN TWO-DIMENSIONAL PIECEWISE HYPERBOLIC MAPS
- RUELLEPERRONFROBENIUS SPECTRUM FOR ANOSOV MAPS MICHAEL BLANK, GERHARD KELLER, AND CARLANGELO LIVERANI
- Convergenza all'equilibrio
- ERGODIC PROPERTIES OF A MODEL RELATED TO DISORDERED QUANTUM ANHARMONIC CRYSTALS
- CONFORMALLY SYMPLECTIC DYNAMICS AND SYMMETRY OF THE LYAPUNOV SPECTRUM
- Decay of Correlations in Hyperbolic Systems CARLANGELO LIVERANI
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --88 Chapter 3. HYPERBOLIC SYSTEMSGENERAL FACTS
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --BEHAVIOUR CLOSE TO A GENERIC FIXED POINT
- COMPUTING THE RATE OF DECAY OF CORRELATIONS IN EXPANDING AND HYPERBOLIC SYSTEMS
- Collet-Epstein-Gallavotti exponential
- PERTURBATION THEORY: A SUPER-FAST INTRODUCTION CARLANGELO LIVERANI
- INVARIANT MEASURES AND THEIR PROPERTIES. A FUNCTIONAL ANALYTIC POINT OF VIEW
- MAP LATTICES COUPLED BY COLLISIONS GERHARD KELLER AND CARLANGELO LIVERANI
- RETURN TO EQUILIBRIUM IN CLASSICAL AND QUANTUM CARLANGELO LIVERANI
- TEORIA DELLE PERTURBAZIONI: UN SEMPLICE ESEMPIO CARLANGELO LIVERANI
- RANDOM WALK IN DETERMINISTICALLY CHANGING ENVIRONMENT
- TOWARD THE FOURIER LAW FOR A WEAKLY INTERACTING ANHARMONIC CRYSTAL
- QUENCHED CLT FOR RANDOM TORAL AUTOMORPHISM ARVIND AYYER, CARLANGELO LIVERANI, AND MIKKO STENLUND
- carlangelo liverani Mathematics Department, University of Rome Tor Vergata,
- Fisica Matematica I Esercizi tipo Esonero
- Fisica Matematica I Secondo Esonero
- Fisica Matematica I Primo Appello
- OP = n() + xe1 vP = u() + xe1 =
- RARE EVENTS, ESCAPE RATES AND QUASISTATIONARITY: SOME EXACT FORMULAE
- NON-PERTURBATIVE APPROACH TO RANDOM WALK IN MARKOVIAN ENVIRONMENT.
- UNIQUENESS OF THE SRB MEASURE FOR PIECEWISE EXPANDING WEAKLY COUPLED MAP LATTICES IN ANY
- BANACH SPACES ADAPTED TO ANOSOV SYSTEMS SEBASTIEN GOUEZEL AND CARLANGELO LIVERANI
- CONVERGENCE TO EQUILIBRIUM FOR INTERMITTENT SYMPLECTIC MAPS
- Manuscript submitted to Website: http://AIMsciences.org AIMS' Journals
- COUPLED MAP LATTICES WITHOUT CLUSTER EXPANSION GERHARD KELLER AND CARLANGELO LIVERANI
- CONVENZIONE PER LA CREAZIONE DI UN RAGGRUPPAMENTO DI RICERCA EUROPEO
- RANDOM WALK IN MARKOVIAN ENVIRONMENT DMITRY DOLGOPYAT, GERHARD KELLER, AND CARLANGELO LIVERANI
- CENTRAL LIMIT THEOREM FOR DETERMINISTIC SYSTEMS Carlangelo Liverani
- SUL CONTARE CARLANGELO LIVERANI
- EXPONENTIAL DECAY OF CORRELATIONS FOR PIECEWISE CONE HYPERBOLIC CONTACT FLOWS
- Reversibility in Infinite Hamiltonian Systems with Conservative Noise
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --Introduction
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --lezione indam 21-1-2005 7
- The origins: Differential equations As this book is about Dynamical Systems, let's start by defining
- Local behavior By local behavior we mean the study of the motion in a neigh-
- Global Behavior: simple examples Different local behavior have been analyzed in the previous
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --Quantitative Statistical Properties,
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --Introduction
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --MOTI REGOLARI E MOTI CAOTICI
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT -lezione indam 22-1-2005 13
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --HADAMARD-PERRON THEOREM
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --A FEW ELEMENTARY FACTS FROM
- ON CIRCLE MAPS CARLANGELO LIVERANI
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --SMOOTH EXPANDING MAPS
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --HADAMARD-PERRON THEOREM
- A FEW ELEMENTARY FACTS FROM LOCAL BIFURCATION THEORY
- HOPF BIFURCATION CARLANGELO LIVERANI
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --SIEGEL CENTER PROBLEM, KOLMOGOROV STYLE
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --General facts and definitions
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --HOPF BIFURCATION
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --Introduction
- DYNAMICS AND STATISTICAL MECHANICS CARLANGELO LIVERANI
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --DYNAMICS AND STATISTICAL MECHANICS 5
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --General facts and definitions
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --Hyperbolic Systemsgeneral
- NUMERI RAZIONALI E REALI CARLANGELO LIVERANI
- TRIGONOMETRIA CARLANGELO LIVERANI
- CARLANGELO LIVERANI 1. Il problema
- SUL CONTARE CARLANGELO LIVERANI
- NUMERI RAZIONALI E REALI CARLANGELO LIVERANI
- ALCUNI PROBLEMI NON BANALI CONCERNENTI I LIMITI CARLANGELO LIVERANI
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- Heat equation and Non-equilibrium (Classical) Statistical Mechanics
- Annals of Mathematics, 0 (1993), 1--63 Decay of Correlations
- Fisica Matematica I Primo Appello
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --General facts and definitions
- SIEGEL CENTER PROBLEM, KOLMOGOROV STYLE CARLANGELO LIVERANI
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --A PIECE OF FUNCTIONAL ANALYSIS
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --Fixed Points Theorems
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --Bibliography
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --Bibliography
- Qualitative statistical properties: general facts
- Bifurcation Theory (the minimum) Continuing the analysis of the previous section we would like to
- Perturbation Theory (a super-fast introduction)
- Global behavior: more stuff is out there Every Dynamical System studyied so far exibithed fairly simple
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --SI POSSONO SENTIRE GLI ATOMI?
- ALCUNI PROBLEMI NON BANALI CONCERNENTI I LIMITI CARLANGELO LIVERANI
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- SUL CONTARE CARLANGELO LIVERANI
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --Introduction
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --Ergodicity and Mixing
- Bifurcation Theory (the minimum) Continuing the analysis of the previous section we would like to
- NUMERI RAZIONALI E REALI CARLANGELO LIVERANI
- SUL CONTARE CARLANGELO LIVERANI
- Fisica Matematica I Secondo EsoneroSOLUZIONI
- NUMERI RAZIONALI E REALI CARLANGELO LIVERANI
- ALCUNI PROBLEMI NON BANALI CONCERNENTI I LIMITI CARLANGELO LIVERANI
- ERGODICITY IN HAMILTONIAN SYSTEMS.
- DECAY OF CORRELATIONS FOR PIECEWISE EXPANDING MAPS
- ON CONTACT ANOSOV FLOWS CARLANGELO LIVERANI
- Rigorous numerical investigation of the statistical properties of piecewise
- Perturbation Theory (a super-fast introduction)
- Fixed Points Theorems (an idiosincratic selection)
- SUL CONTARE CARLANGELO LIVERANI
- Bibliography [AA68] V. I. Arnold and A. Avez. Ergodic problems of classical me-
- Qualitative statistical properties: general facts
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --BEHAVIOUR CLOSE TO A GENERIC FIXED POINT
- Global Behavior: simple examples Different local behaviors have been analyzed in the previous
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --HADAMARD-PERRON THEOREM
- CONFORMAL MEASURE AND DECAY OF CORRELATION FOR COVERING WEIGHTED SYSTEMS
- LASOTAYORKE MAPS WITH HOLES: CONDITIONALLY INVARIANT PROBABILITY MEASURES AND INVARIANT
- BEHAVIOUR CLOSE TO A GENERIC FIXED POINT CARLANGELO LIVERANI
- CNRS 14.04.05 DRAFT CONVENTION DE CREATION
- SMOOTH ANOSOV FLOWS: CORRELATION SPECTRA AND OLIVER BUTTERLEY AND CARLANGELO LIVERANI
- ALCUNI PROBLEMI NON BANALI CONCERNENTI I LIMITI CARLANGELO LIVERANI
- Ergodicity in Infinite Hamiltonian Systems with Conservative Noise Carlangelo Liverani 1
- Local behavior By local behavior we mean the study of the motion in a neigh-
- HOPF BIFURCATION CARLANGELO LIVERANI
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --SMOOTH EXPANDING MAPS
- DRAFT --DRAFT --DRAFT --DRAFT --DRAFT --SIEGEL CENTER PROBLEM, KOLMOGOROV STYLE
- The origins: Differential equations As this book is about Dynamical Systems, I feel obliged to start
- MULTIDIMENSIONAL EXPANDING MAPS WITH SINGULARITIES: A PEDESTRIAN APPROACH
- Micro-Macro: un problema per Carlangelo Liverani
- Bibliography [AA68] V. I. Arnold and A. Avez. Ergodic problems of classical me-
- Perturbation Theory (a super-fast introduction)
- Fixed Points Theorems (an idiosincratic selection)
- The origins: Differential equations s this book is about Dynamical Systems, let's start by defining
- Local behavior By local behavior we mean the study of the motion in a neigh-
- Implicit function theorem (a quantitative version)
- carlangelo liverani Mathematics Department, University of Rome Tor Vergata,
- Anosov Flows and Dynamical Zeta Functions P. Giulietti
