Accueil  Membres  Recherche  Séminaires - Groupes de travail  Preprints  Publications  Infos

Preprints de MIPA

2017
  1. O. Anza Hafsa, N. Clozeau and J.-P. Mandallena, Homogenization of nonconvex unbounded singular integrals
  2. O. Anza Hafsa, J.-P. Mandallena and G. Michaille, Convergence of class of nonlinear distributed time delays reaction-diffusion equations and stochastic homogenization
  3. O. Anza Hafsa, J.-P. Mandallena and G. Michaille, Convergence and stochastic homogenization of a class of two components nonlinear reaction-diffusion systems
2016
  1. O. Anza Hafsa and J.-P. Mandallena, Relaxation of nonconvex unbounded integrals with general growth conditions in Cheeger-Sobolev spaces
  2. J. Kornvenpää, T. Kuusi, G. Palatucci, Fractional superharmonic functions and the Perron method for nonlinear integro-differential operators
  3. O. Anza Hafsa, J.-P. Mandallena and G. Michaille, Convergence of a class of nonlinear reaction-diffusion equations and stochastic homogenization
2015
  1. O. Anza Hafsa and J.-P. Mandallena, Gamma-limits of functionals determined by their minima
  2. O. Anza Hafsa and J.-P. Mandallena, Gamma-convergence of nonconvex integrals in Cheeger-Sobolev spaces and homogenization
  3. J. Kornvenpää, T. Kuusi, G. Palatucci, The obstacle problem for non-linear integro-differential operators
2014
  1. A. Di Castro, T. Kuusi and G. Palatucci, Local behavior of fractional p-minimizers
  2. A. Di Castro, T. Kuusi and G. Palatucci, Nonlocal Harnack inequalities
  3. G. Palatucci and A. Pisante, A global compactness type result for Palais-Smale sequences in fractional Sobolev spaces
2013
  1. O. Anza Hafsa and J.-P. Mandallena, Radial representation of lower semicontinuous envelope
  2. P. Baroni, A. Di Castro and G. Palatucci, Global estimates for nonlinear parabolic equations
  3. G. Palatucci, A. Pisante and Y. Sire, Subcritical approximation of Yamabe type non local equation: a Gamma-convergence approach
  4. G. Palatucci and A. Pisante, Improved Sobolev embeddings, profile decomposition, and concentration-compactness for fractional Sobolev spaces
  5. G. Franzina and G. Palatucci, Fractional p-eigenvalues
  6. O. Anza Hafsa, J.-P. Mandallena and H. Zorgati, Homogenization of unbounded integrals with quasiconvex growth
  7. S. Dipierro, G. Palatucci and E. Valdinoci, Dislocation dynamics in crystals: a macroscopic theory in a fractional Laplace setting

2012
  1. M. Valadier, The Benford phenomenon for random variables. Discussion  of Feller's  way
  2. S. Dipierro, G. Palatucci and E. Valdinoci, Existence and symmetry results for a Schrödinger type problem involving the fractional Laplacian
  3. A. Di Castro and G. Palatucci, Nonlinear parabolic problems with lower order terms and related integral estimates
  4. S. Dipierro, A. Figalli, G. Palatucci and E. Valdinoci, Asymptotics of the s-perimeter as s ➝ 0
  5. A. Di Castro and G. Palatucci, Fractional regularity for nonlinear elliptic problems with measure data
  6. O. Anza Hafsa and J.-P. Mandallena, On the relaxation of variational integrals in metric Sobolev spaces
  7. O. Anza Hafsa and J.-P. Mandallena, On the relaxation of unbounded multiple integrals


2011
  1. O. Anza Hafsa and J.-P. Mandallena, Homogenization of nonconvex integrals with convex growth
  2. G. Michaille, A. Nait-ali and S. Pagano, Macroscopic behavior of a randomly fibered medium
  3. G. Michaille, A. Nait-ali and S. Pagano, Two dimensional deterministic model of a thin body with micro hight stiffness fibers randomly distributed
  4. G. Palatucci, O. Savin and E. Valdinoci, Local and global minimizers for a variational energy involving a fractional norm
  5. E. Di Nezza, G. Palatucci and E. Valdinoci, Hitchhiker's guide to the fractional Sobolev spaces
  6. J.-P. Mandallena, Lower semicontinuity via W^{1,q}-quasiconvexity
  7. J.-P. Mandallena, Localization principle and relaxation
  8. M. Bellieud, C. Licht, G. Michaille and S. Orankitjaroene, Nonlinear capacitary problems for a non-periodic distribution of fibers
  9. A. Di Castro and G. Palatucci, Measure data problems, lower order terms and interpolation effects


2010
  1. O. Anza Hafsa and J.-P. Mandallena, Relaxation and 3d-2d passage theorems in hyperelasticity
  2. O. Anza Hafsa, M. L. Leghmizi and J.-P. Mandallena, On a homogenization technique for singular integrals
  3. A. L. Bessoud, P. Juntharee, C. Licht and G. Michaille, Non local effects induced by sources concentrated in a soft junction and the gradient concentration phenomenon
  4. O. Anza Hafsa and J.-P. Mandallena, Homogenization of singular integrals in W^{1,\infty}
  5. G. Palatucci, p-Laplacian problems with critical Sobolev exponent
  6. G. Palatucci and E. Valdinoci, A weighted gradient theory of phase transitions with a possibly singular and degenerate spatial inhomogeneity