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finite range correlations Julien Poisat
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Finite range correlations Julien Poisat

Julien Poisat

finite range correlations Julien Poisat Alternate Text
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Finite range correlations Julien Poisat

Julien Poisat

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33 pages

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Performanceconference Juan les Pins France October3
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Performanceconference Juan les Pins France October3

Performanceconference Juan les Pins France October3 Alternate Text
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Performanceconference Juan les Pins France October3

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22 pages

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FOLD AND FOLD MIXING: WHY DOT TYPE COUNTEREXAMPLES ARE IMPOSSIBLE IN ONE DIMENSION
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FOLD AND FOLD MIXING: WHY DOT TYPE COUNTEREXAMPLES ARE IMPOSSIBLE IN ONE DIMENSION

FOLD AND FOLD MIXING: WHY DOT TYPE COUNTEREXAMPLES ARE IMPOSSIBLE IN ONE DIMENSION Alternate Text
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FOLD AND FOLD MIXING: WHY DOT TYPE COUNTEREXAMPLES ARE IMPOSSIBLE IN ONE DIMENSION

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12 pages

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The p spin interaction model with external field
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The p spin interaction model with external field

The p spin interaction model with external field Alternate Text
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The p spin interaction model with external field

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57 pages

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THE UNIVERSITY OF NEW SOUTH WALES
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THE UNIVERSITY OF NEW SOUTH WALES

THE UNIVERSITY OF NEW SOUTH WALES Alternate Text
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THE UNIVERSITY OF NEW SOUTH WALES

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3 pages

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Asimptotiniai skleidiniai didžiųjų nuokrypių zonose ; Asymptotic expansions in the large deviation zones
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Asimptotiniai skleidiniai didžiųjų nuokrypių zonose ; Asymptotic expansions in the large deviation zones

Asimptotiniai skleidiniai didžiųjų nuokrypių zonose ; Asymptotic expansions in the large deviation zones Alternate Text
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Savoirs

Asimptotiniai skleidiniai didžiųjų nuokrypių zonose ; Asymptotic expansions in the large deviation zones

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28 pages

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Random fixed point theorem on a Ćirić-type contractive mapping and its consequence
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Random fixed point theorem on a Ćirić-type contractive mapping and its consequence

Saha M, Ganguly, Ganguly Anamika

Random fixed point theorem on a Ćirić-type contractive mapping and its consequence Alternate Text
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Random fixed point theorem on a Ćirić-type contractive mapping and its consequence

Saha M, Ganguly, Ganguly Anamika

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18 pages

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THESE DE DOCTORAT DE MATHEMATIQUES DE L UNIVERSITE CLAUDE BERNARD LYON preparee a l Institut Camille Jordan Laboratoire des Mathematiques UMR CNRS UCBL
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THESE DE DOCTORAT DE MATHEMATIQUES DE L'UNIVERSITE CLAUDE BERNARD LYON preparee a l'Institut Camille Jordan Laboratoire des Mathematiques UMR CNRS UCBL

Camille Jordan Laboratoire

THESE DE DOCTORAT DE MATHEMATIQUES DE L UNIVERSITE CLAUDE BERNARD LYON preparee a l Institut Camille Jordan Laboratoire des Mathematiques UMR CNRS UCBL Alternate Text
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THESE DE DOCTORAT DE MATHEMATIQUES DE L'UNIVERSITE CLAUDE BERNARD LYON preparee a l'Institut Camille Jordan Laboratoire des Mathematiques UMR CNRS UCBL

Camille Jordan Laboratoire

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143 pages

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Normal approximation for quasi associated random fields
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Normal approximation for quasi associated random fields

Alexander Bulinski

Normal approximation for quasi associated random fields Alternate Text
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Normal approximation for quasi associated random fields

Alexander Bulinski

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14 pages

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DISCRETE APPROXIMATION OF THE FREE FOCK SPACE
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DISCRETE APPROXIMATION OF THE FREE FOCK SPACE

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DISCRETE APPROXIMATION OF THE FREE FOCK SPACE

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14 pages

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FROM n+ LEVEL ATOM CHAINS TO n DIMENSIONAL NOISES
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FROM n+ LEVEL ATOM CHAINS TO n DIMENSIONAL NOISES

Stéphane Attal

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FROM n+ LEVEL ATOM CHAINS TO n DIMENSIONAL NOISES

Stéphane Attal

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22 pages

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This appendix provides a very basic introduction to the language of probabil ity theory and stochastic processes We assume the reader is familiar with the general measure and integration theory we start this chapter with the notions that are specific to Probability Theory
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This appendix provides a very basic introduction to the language of probabil ity theory and stochastic processes We assume the reader is familiar with the general measure and integration theory we start this chapter with the notions that are specific to Probability Theory

This appendix provides a very basic introduction to the language of probabil ity theory and stochastic processes We assume the reader is familiar with the general measure and integration theory we start this chapter with the notions that are specific to Probability Theory Alternate Text
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This appendix provides a very basic introduction to the language of probabil ity theory and stochastic processes We assume the reader is familiar with the general measure and integration theory we start this chapter with the notions that are specific to Probability Theory

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16 pages

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CENTRE NATIONAL DE LA RECHERCHE SCIENTIFIQUE UNIVERSIT E DE ROUEN
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CENTRE NATIONAL DE LA RECHERCHE SCIENTIFIQUE UNIVERSIT E DE ROUEN

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CENTRE NATIONAL DE LA RECHERCHE SCIENTIFIQUE UNIVERSIT E DE ROUEN

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16 pages

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Gaussian approximation of functionals: Malliavin calculus and Stein s method
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Gaussian approximation of functionals: Malliavin calculus and Stein's method

Gesine Reinert

Gaussian approximation of functionals: Malliavin calculus and Stein s method Alternate Text
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Gaussian approximation of functionals: Malliavin calculus and Stein's method

Gesine Reinert

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20 pages

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WIGNER CHAOS AND THE FOURTH MOMENT
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WIGNER CHAOS AND THE FOURTH MOMENT

WIGNER CHAOS AND THE FOURTH MOMENT Alternate Text
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WIGNER CHAOS AND THE FOURTH MOMENT

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41 pages

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Estimation of the distribution of random shifts deformation
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Estimation of the distribution of random shifts deformation

Estimation of the distribution of random shifts deformation Alternate Text
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Estimation of the distribution of random shifts deformation

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25 pages

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Verbes d action to count to solve to compute to work out to determine to look for to search for to raise to the square
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Verbes d'action to count to solve to compute to work out to determine to look for to search for to raise to the square

Verbes d action to count to solve to compute to work out to determine to look for to search for to raise to the square Alternate Text
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Verbes d'action to count to solve to compute to work out to determine to look for to search for to raise to the square

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4 pages

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Localization for Random Unitary Operators Eman Hamza
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Localization for Random Unitary Operators Eman Hamza

Alain Joye

Localization for Random Unitary Operators Eman Hamza Alternate Text
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Localization for Random Unitary Operators Eman Hamza

Alain Joye

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15 pages

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ASYMPTOTIC INDEPENDENCE OF MULTIPLE WIENER ITÔ INTEGRALS AND THE RESULTING LIMIT LAWS
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ASYMPTOTIC INDEPENDENCE OF MULTIPLE WIENER ITÔ INTEGRALS AND THE RESULTING LIMIT LAWS

Ivan Nourdin

ASYMPTOTIC INDEPENDENCE OF MULTIPLE WIENER ITÔ INTEGRALS AND THE RESULTING LIMIT LAWS Alternate Text
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ASYMPTOTIC INDEPENDENCE OF MULTIPLE WIENER ITÔ INTEGRALS AND THE RESULTING LIMIT LAWS

Ivan Nourdin

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18 pages

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SMOOTH DENSITY FOR SOME NILPOTENT ROUGH DIFFERENTIAL EQUATIONS
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SMOOTH DENSITY FOR SOME NILPOTENT ROUGH DIFFERENTIAL EQUATIONS

Simons Foundation

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SMOOTH DENSITY FOR SOME NILPOTENT ROUGH DIFFERENTIAL EQUATIONS

Simons Foundation

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24 pages

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