Complementarity, Duality and Symmetry in Nonlinear Mechanics (Advances in Mechanics and Mathematics, Volume 6): Proceedings of the IUTAM Symposium Book

1	Mechanics and materials : research and challenges in the twenty-first century	1
2	Non-convex duality	13
3	Duality, complementarity, and polarity in nonsmooth/nonconvex dynamics	21
4	Tri-duality theory in phase transformations of ferroelectric crystals with random defects	67
5	Mathematical modeling of the three-dimensional delamination processes of laminated composites	85
6	Newton's and Poisson's impact law for the non-convex case of re-entrant corners	101
7	Duality in kinematic approaches of limit and shakedown analysis of structures	127
8	Bifurcation analysis of shallow spherical shells with meridionally nonuniform loading	149
9	Duality for entropy optimization and its applications	167
10	Dual variational principles for the free-boundary problem of cavitated bearing lubrication	179
11	Finite dimensional frictional contact quasi-static rate and evolution problems revisited	191
12	Minimax theory, duality and applications	209
13	Min-max duality and shakedown theorems in hardening plasticity	225
14	A fluid problem with Navier-slip boundary conditions	241
15	An extension of limit analysis theorems to incompressible material with a non-associated flow rule	255
16	Periodic soliton resonances	277
17	Generalized Legendre-Fenchel transformation	289
18	A robust variational formulation for a rod subject to inequality constraints	313
19	Computing FEM solutions of plasticity problems via nonlinear mixed variational inequalities	327
20	Finite element dual analysis in piezoelectric crack estimation	339
21	Duality and complementarity in constrained mechanical systems	355
22	Mixed energy method for solution of quadratic programming problems	375