- MAXIMUM AND ANTIMAXIMUM PRINCIPLES FOR SOME NONLOCAL DIFFUSION OPERATORS
- Blow-up for a non-local diffusion problem with Neumann boundary conditions and a
- ON THE FUCIK SPECTRUM AND A RESONANCE PROBLEM FOR THE p-LAPLACIAN WITH A NONLINEAR BOUNDARY
- AN APPLICATION OF THE MAXIMUM PRINCIPLE TO DESCRIBE THE LAYER BEHAVIOR OF LARGE SOLUTIONS
- ON THE PRINCIPAL EIGENVALUE OF SOME NONLOCAL DIFFUSION PROBLEMS
- AN ANISOTROPIC INFINITY LAPLACIAN OBTAINED AS THE LIMIT OF THE ANISOTROPIC (p, q)-LAPLACIAN.
- Nonsimultaneous blowup in a semilinear parabolic system
- GLOBAL EXISTENCE AND NONEXISTENCE FOR A PARABOLIC SYSTEM
- ASYMPTOTIC BEHAVIOR FOR NONLOCAL DIFFUSION EMMANUEL CHASSEIGNE, MANUELA CHAVES AND JULIO D. ROSSI
- Uniqueness and nonuniqueness for the porous medium equation with non linear boundary
- THE BEST SOBOLEV TRACE CONSTANT IN DOMAINS WITH HOLES FOR CRITICAL OR SUBCRITICAL EXPONENTS
- Accepted Manuscript A nonlocal nonlinear diffusion equation with blowing up boundary
- Numerical blowup for a nonlinear problem with a nonlinear boundary condition
- A NONLINEAR EIGENVALUE PROBLEM WITH INDEFINITE WEIGHTS RELATED TO THE SOBOLEV TRACE EMBEDDING
- THE LIMIT AS p FOR THE p-LAPLACIAN WITH MIXED BOUNDARY CONDITIONS AND THE MASS
- THE NEUMANN PROBLEM FOR THE -LAPLACIAN AND THE MONGE-KANTOROVICH MASS TRANSFER PROBLEM
- Asymptotics for evolution problems with nonlocal diffusion
- TUG-OF-WAR GAMES. GAMES THAT PDE PEOPLE LIKE TO PLAY.
- APROXIMANDO SOLUCIONES QUE EXPLOTAN PABLO GROISMAN Y JULIO D. ROSSI
- NEUMANN BOUNDARY CONDITIONS FOR THE INFINITY LAPLACIAN AND THE MONGE-KANTOROVICH MASS
- A CONVEX-CONCAVE PROBLEM WITH A NONLINEAR BOUNDARY CONDITION
- SELF-SIMILAR SOLUTIONS OF THE POROUS MEDIUM EQUATION IN A HALF-SPACE WITH A NONLINEAR
- OPTIMAL REGULARITY FOR THE PSEUDO INFINITY JULIO D. ROSSI AND MARIEL SAEZ
- Blow-up with logarithmic nonlinearities Raul Ferreira, Arturo de Pablo and Julio D. Rossi
- HOW TO APPROXIMATE THE HEAT EQUATION WITH NEUMANN BOUNDARY CONDITIONS BY NONLOCAL DIFFUSION PROBLEMS
- THE NEUMANN PROBLEM FOR NONLOCAL NONLINEAR DIFFUSION EQUATIONS
- REFINED ASYMPTOTIC EXPANSIONS FOR NONLOCAL DIFFUSION EQUATIONS
- EXISTENCE, ASYMPTOTIC BEHAVIOR AND UNIQUENESS FOR LARGE SOLUTIONS TO u = eq(x)u
- A LOGISTIC EQUATION WITH REFUGE AND NONLOCAL DIFFUSION
- The behaviour of the p(x)-Laplacian eigenvalue problem as p(x)
- Complete blow-up and avalanche formation for a parabolic system with non-simultaneous blow-up
- ON NONLINEAR NONLOCAL DIFFUSION PROBLEMS J. M. MAZON, J. D. ROSSI AND J. TOLEDO
- A MONGE-KANTOROVICH MASS TRANSPORT PROBLEM FOR A DISCRETE DISTANCE
- LIMITS AS p(x) OF p(x)-HARMONIC FUNCTIONS WITH NON-HOMOGENEOUS NEUMANN BOUNDARY
- DYNAMIC PROGRAMMING PRINCIPLE FOR TUG-OF-WAR GAMES WITH NOISE
- ON THE DEFINITION AND PROPERTIES OF p-HARMONIOUS FUNCTIONS
- LIMIT CASES IN AN ELLIPTIC PROBLEM WITH A PARAMETER-DEPENDENT BOUNDARY CONDITION
- CRITICAL EXPONENTS FOR A SEMILINEAR PARABOLIC EQUATION WITH VARIABLE REACTION.
- A CONVEX-CONCAVE ELLIPTIC PROBLEM WITH A PARAMETER ON THE BOUNDARY CONDITION
- ON THE BEST LIPSCHITZ EXTENSION PROBLEM FOR A DISCRETE DISTANCE AND THE DISCRETE -LAPLACIAN
- BEHAVIOUR OF p-LAPLACIAN PROBLEMS WITH NEUMANN BOUNDARY CONDITIONS WHEN p GOES TO 1
- A MIXED PROBLEM FOR THE INFINITY LAPLACIAN VIA TUG-OF-WAR GAMES
- WEAK SOLUTIONS FOR THE p-LAPLACIAN WITH A NONLINEAR BOUNDARY CONDITION AT RESONANCE
- Superfast quenching. Raul Ferreira, Arturo de Pablo
- RANDOM WALKS AND THE POROUS MEDIUM C. CORTAZAR, M. ELGUETA, S. MARTINEZ AND J. D, ROSSI.
- p(x)-HARMONIC FUNCTIONS WITH UNBOUNDED EXPONENT IN A SUBDOMAIN
- NEUMANN BOUNDARY CONDITIONS FOR A NONLOCAL NONLINEAR DIFFUSION OPERATOR. CONTINUOUS AND
- THE LIMIT AS p(x) OF SOLUTIONS TO THE INHOMOGENEOUS DIRICHLET PROBLEM OF THE p(x)-LAPLACIAN.
- LARGE SOLUTIONS TO THE p-LAPLACIAN FOR LARGE p
- UNIFORM BOUNDS FOR THE BEST SOBOLEV TRACE ANDEZ BONDER, RA '
- Uniqueness and nonuniqueness for a system of heat equations with nonlinear coupling at the
- STEKLOV EIGENVALUES FOR THE -LAPLACIAN J. GARCIA-AZORERO, J. J. MANFREDI, I. PERAL AND J. D. ROSSI
- TUG-OF-WAR GAMES AND THE INFINITY LAPLACIAN WITH SPATIAL DEPENDENCE
- BLOW-UP FOR A DEGENERATE DIFFUSION PROBLEM NOT IN DIVERGENCE FORM
- REGULARITY RESULTS FOR THE BLOW-UP TIME AS A FUNCTION OF THE INITIAL DATA
- Stability of the blow-up time and the blow-up set under perturbations
- LARGE SOLUTIONS TO AN ANISOTROPIC QUASILINEAR ELLIPTIC PROBLEM
- ISOLATION AND SIMPLICITY FOR THE FIRST EIGENVALUE OF THE pLAPLACIAN WITH A NONLINEAR BOUNDARY
- LOCALIZATION OF BLOWUP POINTS FOR A PARABOLIC SYSTEM WITH A
- Asymptotic behaviour of solutions to evolution problems with nonlocal diffusion
- Nontrivial compact blow-up sets of lower dimension in a half-space
- A BIFURCATION PROBLEM GOVERNED BY THE BOUNDARY CONDITION II
- LARGE SOLUTIONS FOR THE INFINITY LAPLACIAN PETRI JUUTINEN AND JULIO D. ROSSI
- ON EXISTENCE AND NONEXISTENCE IN THE LARGE FOR AN NDIMENSIONAL SYSTEM OF HEAT EQUATIONS
- Blowup sets and Fujita type curves for a degenerate parabolic system with
- NONSIMULTANEOUS BLOWUP IN A NUMERICAL APPROXIMATION OF A PARABOLIC SYSTEM
- THE LIMIT AS p IN A NONLOCAL p-LAPLACIAN EVOLUTION EQUATION. A NONLOCAL APPROXIMATION OF A MODEL FOR
- ASYMPTOTIC BEHAVIOR OF THE BEST SOBOLEV TRACE CONSTANT IN EXPANDING AND CONTRACTING DOMAINS
- Nonsimultaneous blowup in a nonlinear parabolic system Fernando Quir os
- LARGE SOLUTIONS FOR THE LAPLACIAN WITH A POWER NONLINEARITY GIVEN
- LAYER PROFILES OF SOLUTIONS TO ELLIPTIC PROBLEMS UNDER PARAMETER-DEPENDENT
- ON THE BEHAVIOUR OF SOLUTIONS TO THE DIRICHLET PROBLEM FOR THE p(x)-LAPLACIAN WHEN p(x) GOES TO 1
- BLOWUP VS. GLOBAL EXISTENCE FOR QUASILINEAR PARABOLIC SYSTEMS WITH
- COMMUN. IN PARTIAL DIFFERENTIAL EQUATIONS, (), 1{10 (2002) On the dependence of the blow-up time with
- AN ESTIMATE FOR THE BLOW-UP TIME IN TERMS OF THE INITIAL DATA
- THE BLOWUP RATE FOR A SYSTEM OF HEAT EQUATIONS WITH NONTRIVIAL COUPLING AT THE BOUNDARY
- AN ASYMPTOTIC MEAN VALUE CHARACTERIZATION FOR p-HARMONIC FUNCTIONS
- THE BEHAVIOR OF THE BEST SOBOLEV TRACE CONSTANT AND EXTREMALS IN THIN DOMAINS
- Numerical blowup for the porous medium equation with a source
- Asymptotic behaviour for a numerical approximation of a parabolic problem
- Nonnegative solutions to an elliptic problem with nonlinear absorption and a
- AN ELLIPTIC SYSTEM WITH BIFURCATION PARAMETERS ON THE BOUNDARY CONDITIONS
- NUMERICAL APPROXIMATIONS FOR A NONLOCAL EVOLUTION MAYTE PEREZ-LLANOS AND JULIO D. ROSSI
- DEPENDENCE OF THE BLOWUP TIME WITH RESPECT TO PARAMETERS AND NUMERICAL
- Incomplete quenching in a system of heat equations coupled at the boundary
- A NONLOCAL CONVECTION-DIFFUSION EQUATION LIVIU I. IGNAT AND JULIO D. ROSSI
- Proceedings of Equadiff-11 2005, pp. 110
- The Blowup Rate for a Semilinear Parabolic Equation with a Nonlinear Boundary Condition
- The balance between nonlinear reaction and absorption at the boundary
- THE BEST SOBOLEV TRACE CONSTANT IN A DOMAIN WITH OSCILLATING BOUNDARY
- NONLOCAL DIFFUSION PROBLEMS THAT APPROXIMATE THE HEAT EQUATION WITH
- EXISTENCE AND UNIQUENESS OF POSITIVE SOLUTIONS TO ELLIPTIC PROBLEMS WITH SUBLINEAR MIXED
- LIMITS AS p(x) OF p(x)-HARMONIC FUNCTIONS J.J. MANFREDI, J.D. ROSSI AND J.M. URBANO
- ASYMPTOTIC BEHAVIOUR FOR A NONLOCAL DIFFUSION EQUATION ON A LATTICE
- Short time behavior near the boundary for the heat equation with a nonlinear boundary
- Non-simultaneous quenching Arturo de Pablo
- An adaptive time step procedure for a parabolic problem with blowup
- Numerische Mathematik manuscript No. (will be inserted by the editor)
- LOCAL AND NONLOCAL WEIGHTED p-LAPLACIAN EVOLUTION EQUATIONS WITH NEUMANN BOUNDARY CONDITIONS
- ANTIMAXIMUM PRINCIPLE FOR QUASILINEAR PROBLEMS DAVID ARCOYA AND JULIO D. ROSSI
- FIRST VARIATIONS OF THE BEST SOBOLEV TRACE CONSTANT WITH RESPECT TO THE DOMAIN
- A NONLOCAL p-LAPLACIAN EVOLUTION EQUATION WITH NON HOMOGENEOUS DIRICHLET BOUNDARY CONDITIONS
- LIMITS FOR MONGE-KANTOROVICH MASS TRANSPORT PROBLEMS.
- APPROXIMATION OF THE SOBOLEV TRACE CONSTANT JULIO D. ROSSI
- Simultaneous vs. non simultaneous blowup Juan Pablo Pinasco \Lambda and Julio D. Rossi \Lambda
- ASYMPTOTIC EXPANSIONS FOR NONLOCAL DIFFUSION EQUATIONS IN Lq
- MODELS FOR GROWTH OF HETEROGENEOUS SANDPILES VIA MOSCO CONVERGENCE
- THE BEST CONSTANT AND EXTREMALS OF THE SOBOLEV EMBEDDINGS IN DOMAINS WITH HOLES: THE
- A NONLOCAL MONGE-KANTOROVICH PROBLEM N. IGBIDA, J. M. MAZON, J. D. ROSSI AND J. TOLEDO
- The competition between incoming and outgoing fluxes in an elliptic problem
- NONTRIVIAL COMPACT BLOW-UP SETS OF SMALLER MAYTE PEREZ-LLANOS AND JULIO D. ROSSI
- Porous medium equation with absorption and a nonlinear boundary condition
- Di erent blow-up sets Fernando Quir os
- Complete blowup and thermal avalanche for heat equations with nonlinear boundary
- NUMERICAL APPROXIMATION OF A PARABOLIC PROBLEM WITH A NONLINEAR BOUNDARY CONDITION
- Asymptotic simplification for a reactiondiffusion problem with a
- Differential and Integral Equations Volume 16, Number 10, October 2003, Pages 12151222 UNIQUENESS AND NONUNIQUENESS FOR THE POROUS
- A MIXED PROBLEM FOR THE INFINITY LAPLACIAN VIA TUG-OF-WAR GAMES
- BEHAVIOR OF THE BEST SOBOLEV TRACE CONSTANT AND EXTREMALS IN DOMAINS WITH HOLES
- EXISTENCE RESULTS FOR GRADIENT ELLIPTIC SYSTEMS WITH NONLINEAR BOUNDARY CONDITIONS
- The role of nonlinear diffusion in non-simultaneous blow-up
- BOUNDARY BLOW-UP SOLUTIONS TO ELLIPTIC SYSTEMS OF COMPETITIVE TYPE *
- A limiting free boundary problem ruled by Aronsson's equation
- AN ADAPTIVE NUMERICAL SCHEME FOR A PARABOLIC PROBLEM WITH BLOW-UP
- BLOWUP RESULTS AND LOCALIZATION OF BLOWUP POINTS
- BLOWUP VS. GLOBAL EXISTENCE FOR A SEMILINEAR REACTIONDIFFUSION SYSTEM IN A BOUNDED DOMAIN
- Nonlocal higher order evolution equations. Julio D. Rossi and Carola-Bibiane Schonlieb
- A NONLOCAL p-LAPLACIAN EVOLUTION EQUATION WITH NEUMANN BOUNDARY CONDITIONS
- CURRICULUM VITAE Julio Daniel Rossi
- BOUNDARY FLUXES FOR NON-LOCAL DIFFUSION CARMEN CORTAZAR, MANUEL ELGUETA, JULIO D. ROSSI, AND NOEMI WOLANSKI
- The blowup profile for a fast diffusion equation with a nonlinear boundary
- ASYMPTOTICS OF THE SPECTRAL FUNCTION FOR THE STEKLOV PROBLEM IN A FAMILY OF SETS WITH FRACTAL
- SYMMETRY PROPERTIES FOR THE EXTREMALS OF THE SOBOLEV TRACE EMBEDDING
- ANISOTROPIC p, q-LAPLACIAN EQUATIONS WHEN p GOES TO 1
- The best constant for the Sobolev trace embedding from W 1,1( ) into L1(@ ).
- COEXISTENCE OF SIMULTANEOUS AND NON-SIMULTANEOUS BLOW-UP IN A SEMILINEAR
- THE EXPLOSION TIME IN STOCHASTIC DIFFERENTIAL EQUATIONS WITH SMALL
- A NON-LOCAL DIFFUSION EQUATION WHOSE SOLUTIONS DEVELOP A FREE BOUNDARY.
- REGULARITY OF THE FREE BOUNDARY IN AN OPTIMIZATION PROBLEM RELATED TO THE BEST SOBOLEV TRACE CONSTANT
- Non-simultaneous blow-up for a quasilinear parabolic system with reaction
- A BIFURCATION PROBLEM GOVERNED BY THE BOUNDARY CONDITION I *
- |June|29, 2004 15:47 WSPC/INSTRUCTION FILE bgr * FULLY DISCRETE ADAPTIVE METHODS FOR A BLOW-UP
- Non-simultaneous quenching in a system of heat equations coupled at the boundary
- THE SUBLINEAR PROBLEM FOR THE 1-HOMOGENEOUS p-LAPLACIAN
- LOWER AND UPPER BOUNDS FOR THE FIRST EIGENVALUE OF NONLOCAL DIFFUSION PROBLEMS IN THE WHOLE SPACE
