- SOFT ELASTIC RESPONSE OF STRETCHED SHEETS OF NEMATIC ELASTOMERS: A NUMERICAL STUDY
- Branched microstructures: scaling and asymptotic self-similarity
- Singular kernels, multiscale decomposition of microstructure, and dislocation models
- Derivation of a plate theory for incompressible materials Sergio Conti1
- A lower bound for a variational model for pattern formation in shape-memory alloys
- Dislocation Microstructures and the Effective Behavior of Single Crystals
- Derivation of elastic theories for thin sheets and the constraint of incompressibility
- A new approach to counterexamples to L1 Korn's inequality, geometric rigidity, and regularity for
- Invertibility and non-invertibility in thin elastic structures Peter Hornung
- Existence of Lipschitz minimizers for the three-well problem in solid-solid phase transitions
- Nonuniversality in low-volume-fraction Ostwald ripening
- Infinite-order laminates in a model in crystal plasticity
- Multiwell rigidity in nonlinear elasticity Milena Chermisi and Sergio Conti
- Relaxation of single-slip single-crystal plasticity with linear hardening
- COARSENING RATES IN OFF-CRITICAL MIXTURES SERGIO CONTI, BARBARA NIETHAMMER , AND FELIX OTTO
- Single-slip elastoplastic microstructures Sergio Conti1
- Macroscopic behaviour of magnetic shape-memory polycrystals and polymer composites
- Energy scaling of compressed elastic films three-dimensional elasticity and reduced theories
- SHAPE OPTIMIZATION UNDER UNCERTAINTY A STOCHASTIC PROGRAMMING PERSPECTIVE
- Approximating W2,2 isometric immersions
- Ground state energy scaling laws during the onset and destruction
- SUFFICIENT CONDITIONS FOR THE VALIDITY OF THE CAUCHY-BORN RULE
- -convergence for incompressible elastic plates June 3, 2008
- Surface structure of ferroelastic domain walls: a continuum elasticity approach
- Energy identity for intrinsically biharmonic maps in four dimensions
- Polyconvexity equals rank-one convexity for connected isotropic sets in M22
- Multiscale Modeling of Materials the Role of Analysis
- ASYMPTOTIC ANALYSIS OF A SECOND-ORDER SINGULAR PERTURBATION MODEL FOR PHASE TRANSITIONS
- RELAXATION OF A CLASS OF VARIATIONAL MODELS IN CRYSTAL PLASTICITY
- THE SHARP QUANTITATIVE ISOPERIMETRIC INEQUALITY N. FUSCO, F. MAGGI, AND A. PRATELLI
- A -convergence result for thin martensitic films in linearized elasticity
- Minimum Principles for the Trajectories of Systems Governed by Rate Problems
- Confining thin elastic sheets and folding paper S. Conti and F. Maggi
- Relaxation of some transversally isotropic energies and applications to smectic A elastomers
- Improved bounds for composites and rigidity of gradient fields
- Modeling and simulation of magnetic shape-memory polymer composites
- SHARP UPPER BOUNDS FOR A VARIATIONAL PROBLEM WITH SINGULAR PERTURBATION
- Soft elasticity and microstructure in smectic C elastomers
- CONCURRENT MULTISCALE COMPUTING OF DEFORMATION MICROSTRUCTURE BY RELAXATION AND LOCAL
- Rigorous derivation of Foppl's theory for clamped elastic membranes leads to relaxation
- A Recursive-Faulting Model of Distributed Damage in Confined Brittle Materials
- Rank-one convex functions on 2 2 symmetric matrices and laminates on rank-three lines
- Self-similar folding patterns and energy scaling in compressed elastic sheets
- Interaction between free boundaries and domain walls in ferroelastics
- A variational model for reconstructive phase transformations in crystals, and their relation to
- Monte Carlo simulations of two-dimensional charged bosons S. De Palo,1
- SOME REMARKS ON THE THEORY OF ELASTICITY FOR COMPRESSIBLE NEOHOOKEAN MATERIALS
- A -convergence result for the two-gradient theory of phase transitions
- Semi-soft elasticity and director reorientation in stretched sheets of nematic elastomers
- Asymptotic self similarity in a model of branching
- Rigorous bounds for the Foppl-von Karman theory of isotropically compressed plates
- Quasiconvex functions incorporating volumetric constraints
- ASYMPTOTIC ANALYSIS OF NON SYMMETRIC LINEAR OPERATORS VIA -CONVERGENCE
- -CONVERGENCE AND H-CONVERGENCE OF LINEAR ELLIPTIC OPERATORS NADIA ANSINI, GIANNI DAL MASO, AND CATERINA IDA ZEPPIERI
- KORN'S SECOND INEQUALITY AND GEOMETRIC RIGIDITY WITH MIXED GROWTH CONDITIONS
- NEW RESULTS ON -LIMITS OF INTEGRAL FUNCTIONALS NADIA ANSINI, GIANNI DAL MASO, AND CATERINA IDA ZEPPIERI