Variational Analysis and Applications

Table of Contents

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   Book Overview
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   Chapter 1 The Work of G. Stampacchia in Variational Inequalities
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   Chapter 2 In Memory of Guido Stampacchia
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   Chapter 3 The Collaboration between Guido Stampacchia and Jacques-Louis Lions on Variational Inequalities
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   Chapter 4 In Memory of Guido Stampacchia
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   Chapter 5 Guido Stampacchia
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   Chapter 6 Memories of Guido Stampacchia
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   Chapter 7 In Memory of Guido Stampacchia
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   Chapter 8 Guido Stampacchia, My Father
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    Chapter 9 Convergence and Stability of a Regularization Method for Maximal Monotone Inclusions and Its Applications to Convex Optimization
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    Chapter 10 Partitionable Mixed Variational Inequalities
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    Chapter 11 Irreducibility of the Transition Semigroup Associated with the Two Phase Stefan Problem
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    Chapter 12 On Some Boundary Value Problems for Flows with Shear Dependent Viscosity
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    Chapter 13 Homogenization of Systems of Partial Differential Equations
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    Chapter 14 About the Duality Gap in Vector Optimization
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    Chapter 15 Separation of Convex Cones and Extremal Problems
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    Chapter 16 Infinitely Many Solutions for the Dirichlet Problem Via a Variational Principle of Ricceri
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    Chapter 17 A Density Result on the Space VMO ω
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    Chapter 18 Linear Complementarity Since 1978
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    Chapter 19 Variational Inequalities in Vector Optimization
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    Chapter 20 Variational Inequalities for General Evolutionary Financial Equilibrium
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    Chapter 21 Variational Control Problems with Constraints Via Exact Penalization
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    Chapter 22 Continuous Sets and Non-Attaining Fuctionals in Reflexive Banach Spaces
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    Chapter 23 Existence and Multiplicity Results for a Non Linear Hammerstein Integral Equation
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    Chapter 24 Differentiability of Weak Solutions of Nonlinear Second Order Parabolic Systems with Quadratic Growth and Non Linearity q ≥ 2
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    Chapter 25 An Optimization Problem with an Equilibrium Constraint in Urban Transport
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    Chapter 26 Sharp Estimates for Green’s Functions: Singular Cases
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    Chapter 27 First-Order Conditions for C 0,1 Constrained Vector Optimization
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    Chapter 28 Global Regularity for Solutions to Dirichlet Problem for Elliptic Systems with Nonlinearity q ≥ 2 and with Natural Growth
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    Chapter 29 Optimality Conditions for Generalized Complementarity Problems
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    Chapter 30 Variational Inequalities for Time Dependent Financial Equilibrium with Price Constraints
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    Chapter 31 Remarks About Diffusion Mediated Transport: Thinking About Motion in Small Systems
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    Chapter 32 Augmented Lagrangian and Nonlinear Semidefinite Programs
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    Chapter 33 Optimality Alternative: a Non-Variational Approach to Necessary Conditions
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    Chapter 34 A Variational Inequality Scheme for Determining an Economic Equilibrium of Classical or Extended Type
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    Chapter 35 On Time Dependent Vector Equilibrium Problems
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    Chapter 36 On Some Nonstandard Dynamic Programming Problems of Control Theory
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    Chapter 37 Properties of Gap Function for Vector Variational Inequality
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    Chapter 38 Zero Gravity Capillary Surfaces and Integral Estimates
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    Chapter 39 Asymptotically Critical Points and Multiple Solutions in the Elastic Bounce Problem
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    Chapter 40 A Branch-and-Cut to the Point-to-Point Connection Problem on Multicast Networks
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    Chapter 41 Variational Inequality and Evolutionary Market Disequilibria: The Case of Quantity Formulation
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    Chapter 42 Numerical Approximation of Free Boundary Problem by Variational Inequalities. Application to Semiconductor Devices
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    Chapter 43 Sensitivity Analysis for Variational Systems
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    Chapter 44 Stable Critical Points for the Ginzburg Landau Functional on Some Plane Domains
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    Chapter 45 The Distance Function to the Boundary and Singular Set of Viscosity Solutions of Hamilton-Jacobi Equation
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    Chapter 46 L P -Regularity for Poincaré Problem and Applications
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    Chapter 47 Minimal Fractions of Compact Convex Sets
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    Chapter 48 On Generalized Variational Inequalities
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    Chapter 49 Bounded (Hausdorff) Convergence: Basic Facts and Applications
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    Chapter 50 Control Processes with Distributed Parameters in Unbounded Sets. Approximate Controllability with Variable Initial Locus
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    Chapter 51 Well Posedness and Optimization Problems
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    Chapter 52 Semismooth Newton Methods for Shape-Preserving Interpolation, Option Price and Semi-Infinite Programs
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    Chapter 53 Hölder Regularity Results for Solutions of Parabolic Equations
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    Chapter 54 Survey on the Fenchel Problem of Level Sets
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    Chapter 55 Integral Functionals on Sobolev Spaces Having Multiple Local Minima
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    Chapter 56 Aspects of the Projector on Prox-Regular Sets
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    Chapter 57 Application of Optimal Control Theory to Dynamic Soaring of Seabirds
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    Chapter 58 On the Convergence of the Matrices Associated to the Adjugate Jacobians
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    Chapter 59 Quasi-Variatonal Inequalities Applied to Retarded Equilibria in Time-Dependent Traffic Problems
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    Chapter 60 Higher Order Approximation Equations for the Primitive Equations of the Ocean
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    Chapter 61 Hahn-Banach Theorems and Maximal Monotonicity
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    Chapter 62 Concrete Problems and the General Theory of Extremum
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    Chapter 63 Numerical Solution for Pseudomonotone Variational Inequality Problems by Extragradient Methods
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    Chapter 64 Regularity and Existence Results for Degenerate Elliptic Operators
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    Chapter 65 Vector Variational Inequalities and Dynamic Traffic Equilibria
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    Chapter 66 A New Proof of the Maximal Monotonicity of the Sum Using the Fitzpatrick Function