Home » Persone »

Prof.ssa ELISABETTA SCOPPOLA

Contributo in Rivista

• Droplet dynamics in a two-dimensional rarefied gas under Kawasaki dynamics, NARDI, FRANCESCA ROMANA; SCOPPOLA, ELISABETTA, , 2024Link identifier #identifier_person_19883-1 Dettaglio
• Shaken Dynamics: An Easy Way to Parallel Markov Chain Monte Carlo, APOLLONIO, VALENTINA; D'AUTILIA, ROBERTO; SCOPPOLA, ELISABETTA; TROIANI, ALESSIO, , 2022Link identifier #identifier_person_26179-2 Dettaglio
• A probabilistic proof of Cooper and Frieze's First Visit Time Lemma, SCOPPOLA, ELISABETTA, , 2021Link identifier #identifier_person_53694-3 Dettaglio
• Criticality of Measures on 2-d Ising Configurations: From Square to Hexagonal Graphs, APOLLONIO, VALENTINA; D'AUTILIA, ROBERTO; SCOPPOLA, ELISABETTA; TROIANI, ALESSIO, , 2019Link identifier #identifier_person_140906-4 Dettaglio
• Exact Results on the First Hitting via Conditional Strong Quasi-Stationary Times and Applications to Metastability, MANZO, FRANCESCO; SCOPPOLA, ELISABETTA, , 2019Link identifier #identifier_person_155870-5 Dettaglio
• Effects of Boundary Conditions on Irreversible Dynamics, SCOPPOLA, ELISABETTA, , 2018Link identifier #identifier_person_99643-6 Dettaglio
• Conditioned, quasi-stationary, restricted measures and escape from metastable states, SCOPPOLA, ELISABETTA; SOHIER, JULIEN, , 2016Link identifier #identifier_person_158390-7 Dettaglio
• On diffusion limited deposition, SCOPPOLA, ELISABETTA, , 2016Link identifier #identifier_person_157638-8 Dettaglio
• Probabilistic Cellular Automata for Low-Temperature 2-d Ising Model, SCOPPOLA, ELISABETTA, , 2016Link identifier #identifier_person_151537-9 Dettaglio
• Asymptotically exponential hitting times and metastability: a pathwise approach without reversibility, SCOPPOLA, ELISABETTA, , 2015Link identifier #identifier_person_149992-10 Dettaglio
• Fast mixing for the low temperature 2d Ising model through irreversible parallel dynamics, SCOPPOLA, ELISABETTA, , 2015Link identifier #identifier_person_131037-11 Dettaglio
• Sampling from a Gibbs measure with pair interaction by means of PCA, SCOPPOLA, ELISABETTA, , 2012Link identifier #identifier_person_175373-12 Dettaglio
• Phase transition for the cavity approach to the clique problem on random graphs, SCOPPOLA, ELISABETTA, , 2011Link identifier #identifier_person_192646-13 Dettaglio
• An introduction to metastability through random walks, SCOPPOLA, ELISABETTA, , 2010Link identifier #identifier_person_91019-14 Dettaglio
• Ideal gas approximation for a two-dimensional rarefied gasunder Kawasaki dynamics, SCOPPOLA, ELISABETTA, , 2009Link identifier #identifier_person_107694-15 Dettaglio
• "Some spin glass ideas applied to the clique problem", SCOPPOLA, ELISABETTA, , 2007Link identifier #identifier_person_83644-16 Dettaglio
• ``Anisotropy effects in nucleation for conservative dynamics'', SCOPPOLA, ELISABETTA, , 2005Link identifier #identifier_person_110234-17 Dettaglio
• ``Nucleation pattern at low temperature for local Kawasaki dynamicsin two dimensions'', SCOPPOLA, ELISABETTA, , 2005Link identifier #identifier_person_132617-18 Dettaglio
• ``On the Essential Features of Metastability: Tunnelling Timeand Critical Configurations'', SCOPPOLA, ELISABETTA, , 2004Link identifier #identifier_person_194779-19 Dettaglio
• ``Droplet growth for three-dimensional Kawasaki dynamics'', SCOPPOLA, ELISABETTA, , 2003Link identifier #identifier_person_36832-20 Dettaglio
• ``Metastability and nucleation for conservative dynamics'', SCOPPOLA, ELISABETTA, , 2001Link identifier #identifier_person_153813-21 Dettaglio
• Markov chains with exponentially small transition probabilities:\parfirst exit problem from a general domain.II-The general case., SCOPPOLA, ELISABETTA, , 1996Link identifier #identifier_person_18302-22 Dettaglio
• Markov chains with exponentially small transition probabilities:\parfirst exit problem from a general domain.I-The reversible case, SCOPPOLA, ELISABETTA, , 1995Link identifier #identifier_person_7067-23 Dettaglio
• Renormalization group for Markov chains and application to metastability, SCOPPOLA, ELISABETTA, , 1993Link identifier #identifier_person_105531-24 Dettaglio
• A SIMPLE STOCHASTIC CLUSTER DYNAMICS - RIGOROUS RESULTS, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1991Link identifier #identifier_person_93577-25 Dettaglio
• On the Swendsen and Wang dynamics I. Exponential convergence toequilibrium, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1991Link identifier #identifier_person_170872-26 Dettaglio
• On the Swendsen and Wang dynamics II. Critical droplets and homogeneous nucleation at low temperature for the two dimensional Ising model, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1991Link identifier #identifier_person_33450-27 Dettaglio
• ON THE SWENDSEN-WANG DYNAMICS .1. EXPONENTIAL CONVERGENCE TO EQUILIBRIUM, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1991Link identifier #identifier_person_17092-28 Dettaglio
• ON THE SWENDSEN-WANG DYNAMICS .2. CRITICAL DROPLETS AND HOMOGENEOUS NUCLEATION AT LOW-TEMPERATURE FOR THE 2-DIMENSIONAL ISING-MODEL, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1991Link identifier #identifier_person_6848-29 Dettaglio
• Metastability and exponential approach to equilibrium for low temperature stochastic, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1990Link identifier #identifier_person_120007-30 Dettaglio
• METASTABILITY AND EXPONENTIAL APPROACH TO EQUILIBRIUM FOR LOW-TEMPERATURE STOCHASTIC ISING-MODELS, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1990Link identifier #identifier_person_60614-31 Dettaglio
• Rigorous analysis of low temperature stochastic Ising models:\parmetastability and exponential approach to equilibrium, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1990Link identifier #identifier_person_163056-32 Dettaglio
• Small random perturbations of finite and infinite dimensional dynamical systems: unpredictability of exit times, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1989Link identifier #identifier_person_43512-33 Dettaglio
• SMALL RANDOM PERTURBATIONS OF FINITE-DIMENSIONAL AND INFINITE-DIMENSIONAL DYNAMICAL-SYSTEMS - UNPREDICTABILITY OF EXIT TIMES, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1989Link identifier #identifier_person_63523-34 Dettaglio
• Spectral properties of one dimensional quasicrystals, SCOPPOLA, ELISABETTA, , 1989Link identifier #identifier_person_165176-35 Dettaglio
• RANDOM COMPOSITION OF 2 RATIONAL MAPS - SINGULARITY OF THE INVARIANT MEASURE, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1988Link identifier #identifier_person_160960-36 Dettaglio
• Random composition of two rational maps: singularity of the invariant measure, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1988Link identifier #identifier_person_30565-37 Dettaglio
• Small random perturbations of dynamical systems: exponential loss of memory of the initial conditions, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1988Link identifier #identifier_person_163111-38 Dettaglio
• SMALL RANDOM PERTURBATIONS OF DYNAMICAL-SYSTEMS - EXPONENTIAL LOSS OF MEMORY OF THE INITIAL CONDITION, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1988Link identifier #identifier_person_168121-39 Dettaglio
• Introduction to the mathematical theory of Anderson localization, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1987Link identifier #identifier_person_155191-40 Dettaglio
• "Localization of electrons with spin-orbit or magnetic interactions in a 2-D disordered crystal, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1986Link identifier #identifier_person_7063-41 Dettaglio
• Constructing proof of localization in the Anderson tight binding model, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1985Link identifier #identifier_person_28239-42 Dettaglio
• CONSTRUCTIVE PROOF OF LOCALIZATION IN THE ANDERSON TIGHT-BINDING MODEL, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1985Link identifier #identifier_person_106275-43 Dettaglio
• Remark on the Absence of Absolutely Continuous Spectrum for d-dimensional Schroedinger Operators with Random Potential for large disorder or low energy, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1985Link identifier #identifier_person_102579-44 Dettaglio
• REMARK ON THE ABSENCE OF ABSOLUTELY CONTINUOUS-SPECTRUM FOR D-DIMENSIONAL SCHRODINGER-OPERATORS WITH RANDOM POTENTIAL FOR LARGE DISORDER OR LOW-ENERGY, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1985Link identifier #identifier_person_189402-45 Dettaglio
• Quantum particle in a hierarchical potential with tunneling over arbitrarily large scales, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1984Link identifier #identifier_person_7325-46 Dettaglio
• A Rigorous Study of Periodics Orbits by means of a Computer, SCOPPOLA, ELISABETTA, , 1983Link identifier #identifier_person_52263-47 Dettaglio
• Localization in $\nu$-dimensional incommensurate structures, SCOPPOLA, ELISABETTA, , 1983Link identifier #identifier_person_163183-48 Dettaglio
• The Density of States for Almost Periodic Schroedinger Operators and the Frequency Module: a counter-example, SCOPPOLA, ELISABETTA, , 1982Link identifier #identifier_person_63827-49 Dettaglio
• New Approach to the Semiclassical Limit of Quantum Mechanics.I. Multiple Tunneling in one Dimension, MARTINELLI, FABIO; SCOPPOLA, ELISABETTA, , 1981Link identifier #identifier_person_154422-50 Dettaglio

Libro

• Link identifier #identifier_person_21196-51Dettaglio

Contributo in volume e atti di convegno

• SCOPPOLA, ELISABETTA, Metastability and typical exit paths in stochastic dynamics', 1998 Link identifier #identifier_person_175924-52Dettaglio
• SCOPPOLA, ELISABETTA, Renormalization and graph methods for Markov chains, 1995 Link identifier #identifier_person_176699-53Dettaglio
• SCOPPOLA, ELISABETTA, Metastability for Markov chains:\par a general procedure based onrenormalization group ideas, 1993 Link identifier #identifier_person_174832-54Dettaglio