ROSSI, RICCARDA IDA PAOLA

ROSSI, RICCARDA IDA PAOLA  

Istituto di Matematica Applicata e Tecnologie Informatiche - IMATI -  

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Titolo Data di pubblicazione Autore(i) File
Visco-energetic solutions to some rate-independent systems in damage, delamination, and plasticity 1-gen-2019 Rossi, R
Weighted Energy-Dissipation principle for gradient flows in metric spaces 1-gen-2019 Rossi, R; Savaré, G; Segatti, A; Stefanelli, U
Global existence results for viscoplasticity at finite strain 1-gen-2018 Mielke, A; Rossi, R; Savaré, G
A temperature-dependent phase-field model for phase separation and damage 1-gen-2017 Heinemann, C; Kraus, C; Rocca, E; Rossi, R
Stability results for doubly nonlinear differential inclusions by variational convergence 1-gen-2014 T. Roche; R. Rossi;U. Stefanelli
A vanishing viscosity approach to a rate-independent damage model 1-gen-2013 Knees, D; Rossi, R; Zanini, C
A variational principle for gradient flows in metric spaces 1-gen-2011 Rossi, R; Savaré, G; Segatti, A; Stefanelli, U
Global attractors for gradient flows in metric spaces 1-gen-2011 Rossi, R; Segatti, A; Stefanelli, U
Modeling solutions with jumps for rate-independent systems on metric spaces 1-gen-2009 Mielke, A; Rossi, R; Savaré, G
Thermal effects in adhesive contact: modelling and analysis 1-gen-2009 Bonetti, E; Bonfanti, G; Rossi, R
A metric approach to a class of doubly nonlinear evolution equations and applications 1-gen-2008 Rossi R.; Mielke A.; Savare' G.
Attractors for gradient flows of non convex functionals and applications 1-gen-2008 Rossi, R; Segatti, A; Stefanelli, U
Global existence for a contact problem with adhesion 1-gen-2008 Bonetti E.; Bonfanti G.; Rossi R.
Gradient flows of non convex functionals in Hilbert spaces applications 1-gen-2006 Rossi, R; Savaré, G
An order approach to a class of quasivariational sweeping processes 1-gen-2005 Rossi R.; Stefanelli U.
On two classes of generalized viscous Cahn-Hilliard equations 1-gen-2005 Rossi R.
Existence and approximation results for gradient flows 1-gen-2004 Rossi R.; Savare G.
Well-posedness and asymptotic analysis for a Penrose-Fife type phase field system 1-gen-2004 Rossi R.