Complementarity, Duality and Symmetry in Nonlinear Mechanics

1 Mechanics and Materials: Research and Challenges in the Twenty-First Century.- 2 Non-Convex Duality.- 3 Duality, Complementarity, and Polarity in Nonsmooth/Nonconvex Dynamics.- 4 Tri-Duality Theory in Phase Transformations of Ferroelectric Crystals with Random Defects.- 5 Mathematical Modeling of the Three-Dimensional Delamination Processes of Laminated Composites.- 6 Newton’s and Poisson’s Impact Law for the Non-Convex Case of Re-Entrant Corners.- 7 Duality in Kinematic Approaches of Limit and Shakedown Analysis of Structures.- 8 Bifurcation Analysis of Shallow Spherical Shells with Meridionally Nonuniform Loading.- 9 Duality for Entropy Optimization and Its Applications.- 10 Dual Variational Principles for the Free-Boundary Problem of Cavitated Bearing Lubrication.- 11 Finite Dimensional Frictional Contact Quasi-Static Rate and Evolution Problems Revisited.- 12 Minimax Theory, Duality and Applications.- 13 Min-Max Duality and Shakedown Theorems in Hardening Plasticity.- 14 A Fluid Problem with Navier-Slip Boundary Conditions.- 15 An Extension of Limit Analysis Theorems to Incompressible Material with a Non-Associated Flow Rule.- 16 Periodic Soliton Resonances.- 17 Generalized Legendre-Fenchel Transformation.- 18 A Robust Variational Formulation for a Rod Subject to Inequality Constraints.- 19 Computing FEM Solutions of Plasticity Problems via Nonlinear Mixed Variational Inequalities.- 20 Finite Element Dual Analysis in Piezoelectric Crack Estimation.- 21 Duality and Complementarity in Constrained Mechanical Systems.- 22 Mixed Energy Method for Solution of Quadratic Programming Problems.