Bianchini, Stefano - Functional Analysis Sector, Scuola Internazionale Superiore di Studi Avanzati (SISSA)

• HYPERBOLIC LIMIT OF THE JINXIN RELAXATION MODEL STEFANO BIANCHINI
• ESTIMATES ON PATH FUNCTIONALS OVER WASSERSTEIN SPACES S. BIANCHINI AND A. BRANCOLINI
• STABILITY OF L 1 SOLUTIONS FOR HYPERBOLIC SYSTEMS WITH COINCIDING SHOCKS AND RAREFACTIONS
• A CENTER MANIFOLD TECHNIQUE FOR TRACING VISCOUS WAVES STEFANO BIANCHINI AND ALBERTO BRESSAN
• Invariant manifolds for a singular ordinary differential equation Stefano Bianchini
• THE SEMIGROUP GENERATED BY A TEMPLE CLASS SYSTEM WITH NON--CONVEX FLUX FUNCTION
• ON THE SHIFT DIFFERENTIABILITY OF THE FLOW GENERATED BY A HYPERBOLIC SYSTEM OF CONSERVATION LAWS
• ON BRESSAN'S CONJECTURE ON MIXING PROPERTIES OF VECTOR FIELDS STEFANO BIANCHINI
• A GLIMM TYPE FUNCTIONAL FOR A SPECIAL JIN--XIN RELAXATION MODEL
• EXTREMAL FACES OF THE RANGE OF A VECTOR MEASURE AND A THEOREM OF LYAPUNOV
• A NOTE ON SINGULAR LIMITS TO HYPERBOLIC SYSTEMS STEFANO BIANCHINI
• The boundary Riemann solver coming from the real vanishing viscosity approximation
• A Case Study in Vanishing Viscosity Stefano Bianchini and Alberto Bressan
• A CONNECTION BETWEEN VISCOUS PROFILES AND SINGULAR ODES
• BV SOLUTIONS OF THE SEMIDISCRETE UPWIND SCHEME STEFANO BIANCHINI
• ON THE RIEMANN PROBLEM FOR NON-CONSERVATIVE HYPERBOLIC STEFANO BIANCHINI
• INTERACTION ESTIMATES AND GLIMM FUNCTIONAL FOR GENERAL HYPERBOLIC SYSTEMS
• BV Solutions for a Class of Viscous Hyperbolic Systems
• THE VECTOR MEASURES WHOSE RANGE IS STRICTLY CONVEX Stefano Bianchini --Carlo Mariconda
• ASYMPTOTIC BEHAVIOR OF SMOOTH SOLUTIONS FOR PARTIALLY DISSIPATIVE HYPERBOLIC SYSTEMS
• VANISHING VISCOSITY SOLUTIONS OF HYPERBOLIC SYSTEMS WITH BOUNDARY CONDITIONS
• The boundary Riemann solver coming from the real vanishing viscosity approximation
• On a Lyapunov Functional Relating Shortening Curves and Viscous Conservation Laws
• ON THE STABILITY OF THE STANDARD RIEMANN SEMIGROUP STEFANO BIANCHINI AND RINALDO M. COLOMBO
• ON THE EULERLAGRANGE EQUATION FOR A VARIATIONAL PROBLEM STEFANO BIANCHINI
• GLIMM INTERACTION FUNCTIONAL FOR BGK SCHEMES STEFANO BIANCHINI
• HYPERBOLIC LIMIT OF THE JINXIN RELAXATION MODEL STEFANO BIANCHINI
• ASYMPTOTIC BEHAVIOR OF SMOOTH SOLUTIONS FOR PARTIALLY DISSIPATIVE HYPERBOLIC SYSTEMS
• ON BRESSAN'S CONJECTURE ON MIXING PROPERTIES OF VECTOR FIELDS STEFANO BIANCHINI
• VANISHING VISCOSITY SOLUTIONS OF HYPERBOLIC SYSTEMS WITH BOUNDARY CONDITIONS
• GLIMM INTERACTION FUNCTIONAL FOR BGK SCHEMES STEFANO BIANCHINI
• A Case Study in Vanishing Viscosity Stefano Bianchini and Alberto Bressan
• ON THE EULERLAGRANGE EQUATION FOR A VARIATIONAL PROBLEM STEFANO BIANCHINI
• Invariant manifolds for a singular ordinary differential equation Stefano Bianchini
• CHEBYSHEV MEASURES AND THE VECTOR MEASURES WHOSE RANGE IS STRICTLY CONVEX
• GLIMM INTERACTION FUNCTIONAL FOR BGK SCHEMES STEFANO BIANCHINI
• ON THE EULER-LAGRANGE EQUATION FOR A VARIATIONAL PROBLEM: THE GENERAL CASE
• INTERACTION ESTIMATES AND GLIMM FUNCTIONAL FOR GENERAL HYPERBOLIC SYSTEMS
• TWO DIMENSIONAL ZONOIDS AND CHEBYSHEV MEASURES
• Vanishing Viscosity Solutions of Nonlinear Hyperbolic Systems
• ON THE EULER-LAGRANGE EQUATION FOR A VARIATIONAL PROBLEM: THE GENERAL CASE II
• ON THE STABILITY OF THE STANDARD RIEMANN SEMIGROUP STEFANO BIANCHINI AND RINALDO M. COLOMBO
• version: September 4, 2011 -differentiability of certain classes
• HYPERBOLIC LIMIT OF THE JIN-XIN RELAXATION MODEL STEFANO BIANCHINI
• A NOTE ON SINGULAR LIMITS TO HYPERBOLIC SYSTEMS STEFANO BIANCHINI
• ON BRESSAN'S CONJECTURE ON MIXING PROPERTIES OF VECTOR FIELDS STEFANO BIANCHINI
• A GLIMM TYPE FUNCTIONAL FOR A SPECIAL JINXIN RELAXATION MODEL
• VANISHING VISCOSITY SOLUTIONS OF HYPERBOLIC SYSTEMS WITH BOUNDARY CONDITIONS
• A DECOMPOSITION THEOREM FOR BV FUNCTIONS STEFANO BIANCHINI AND DANIELA TONON
• The boundary Riemann solver coming from the real vanishing viscosity approximation
• THE MONGE PROBLEM IN GEODESIC SPACES STEFANO BIANCHINI AND FABIO CAVALLETTI
• Mathematical Analysis ON OPTIMALITY OF c-CYCLICALLY MONOTONE TRANSFERENCE PLANS
• SBV regularity for scalar conservation laws Stefano Bianchini
• A UNIQUENESS RESULT FOR THE CONTINUITY EQUATION IN TWO DIMENSIONS
• [version: January 20, 2010] Structure of level sets and Sard-type properties
• On a Lyapunov Functional Relating Shortening Curves and Viscous Conservation Laws
• THE SEMIGROUP GENERATED BY A TEMPLE CLASS SYSTEM WITH NONCONVEX FLUX FUNCTION
• EXTREMAL FACES OF THE RANGE OF A VECTOR MEASURE AND A THEOREM OF LYAPUNOV
• THE VECTOR MEASURES WHOSE RANGE IS STRICTLY CONVEX Stefano Bianchini, Scuola Internazionale Superiore di studi Avanzati
• A CENTER MANIFOLD TECHNIQUE FOR TRACING VISCOUS WAVES STEFANO BIANCHINI AND ALBERTO BRESSAN
• SBV REGULARITY FOR GENUINELY NONLINEAR, STRICTLY HYPERBOLIC SYSTEMS OF CONSERVATION LAWS IN ONE SPACE DIMENSION
• SBV REGULARITY FOR HAMILTON-JACOBI EQUATIONS WITH HAMILTONIAN DEPENDING ON (t, x).
• PERTURBATION TECHNIQUES APPLIED TO THE REAL VANISHING VISCOSITY APPROXIMATION OF AN INITIAL BOUNDARY VALUE PROBLEM
• ON THE EXTREMALITY, UNIQUENESS AND OPTIMALITY OF TRANSFERENCE PLANS
• BV Solutions for a Class of Viscous Hyperbolic Systems
• STABILITY OF L SOLUTIONS FOR HYPERBOLIC SYSTEMS WITH
• TRANSPORT RAYS AND APPLICATIONS TO HAMILTON-JACOBI EQUATIONS STEFANO BIANCHINI AND MATTEO GLOYER
• ESTIMATES ON PATH FUNCTIONALS OVER WASSERSTEIN SPACES S. BIANCHINI AND A. BRANCOLINI
• SBV REGULARITY OF GENUINELY NONLINEAR HYPERBOLIC SYSTEMS OF CONSERVATION LAWS IN ONE SPACE DIMENSION
• SBV REGULARITY FOR HAMILTON-JACOBI EQUATIONS IN Rn STEFANO BIANCHINI, CAMILLO DE LELLIS, AND ROGER ROBYR
• ASYMPTOTIC BEHAVIOR OF SMOOTH SOLUTIONS FOR PARTIALLY DISSIPATIVE HYPERBOLIC SYSTEMS
• AN ESTIMATE ON THE FLOW GENERATED BY MONOTONE OPERATORS STEFANO BIANCHINI AND MATTEO GLOYER
• ON THE EULER-LAGRANGE EQUATION FOR A VARIATIONAL PROBLEM STEFANO BIANCHINI
• A CONNECTION BETWEEN VISCOUS PROFILES AND SINGULAR ODES
• BV SOLUTIONS OF THE SEMIDISCRETE UPWIND SCHEME STEFANO BIANCHINI