Self-dual Partial Differential Systems and Their Variational Principles

摘要: Convex Analysis on Phase Space.- Legendre-Fenchel Duality Self-dual Lagrangians Skew-Adjoint Operators and Lagrangians.- Vector Fields Their Calculus.- Completely Self-Dual Systems their Variational Principles for Functionals.- Semigroups of Contractions Associated to Iteration Multiparameter Evolutions.- Direct Sum Semilinear Evolution Equations with Boundary Conditions.- Antisymmetric Hamiltonians.- The Class Functionals First Applications.- Role the Co-Hamiltonian in Problems.- Hamiltonian Systems.- Superposition Interacting Perturbations Partial Differential Equations.- Palais-Smale Condition Noncoercive Navier-Stokes other Nonlinear Evolutions.