An introduction to variational inequalities and their applications / by Kinderlehrer, David

Table of Contents: “…Variational inequalities in R[n][superscript n] -- Variational inequalities in Hilbert space -- Variational inequalities for monotone operators -- Problems of regularity -- Free boundary problems and the coincidence set of the solution -- Free boundary problems governed by elliptic equations and systems -- Applications of variational inequalities -- A one phase Stefan problem.…”
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Numerical analysis of variational inequalities / by Glowinski, R.

Table of Contents: “…Front Cover; Numerical Analysis of Variational Inequalities; Copyright Page; TABLE OF CONTENTS; Chapter 1: General methods of approximation for steady -- state inequality problems; Chapter 2: Optimisation algorithms; Chapter 3: Numerical analysis of the problem of the elasto-plastic torsion of a cylindrical bar; Chapter 4: Thermal control problems, boundary unilateral problems, and elliptic variational inequalities of order 4; Chapter 5: Numerical analysis of the steady flow of a Bingham fluid in a cylindrical duct.…”
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An introduction to variational inequalities and their applications / by Kinderlehrer, David

Subjects: “…Variational inequalities (Mathematics)…”

Complementarity and Variational Inequalities in Electronics by Goeleven, D.

Table of Contents: “…2.3.4 Zener Diode Models2.3.5 Empirical Diode Model; 2.3.6 Varistor Model; 2.3.7 Transistor Models; 3 The Variational Inequality Problem; 3.1 The Variational Inequality; 3.2 The Variational Inequality Model in Electronics; 3.3 A General Clipping Circuit; 3.4 A Recti er-Stabilizer Circuit; 4 A Variational Inequality Theory; 4.1 Recession Tools; 4.2 Special Classes of Matrices M and Functions F; 4.2.1 Routh-Hurwitz Matrix; 4.2.2 Positive De nite Matrix; 4.2.3 Positive Semide nite Matrix; 4.2.4 Strictly Copositive Matrix; 4.2.5 Copositive Matrix; 4.2.6 P-Matrix; 4.2.7 P0-Matrix…”
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Equilibrium models and variational inequalities / by Konnov, Igor, 1958-

Table of Contents: “…Cover -- Front Cover -- Equilibrium Models and Variational Inequalities -- Copyright Page -- Preface -- Table of Contents -- List of Figures -- Chapter 1 Introduction -- Part I MODELS -- Chapter 2 Linear Models in Economics -- 2.1 Open input-output model -- 2.2 Generalizations -- 2.3 Closed input-output model -- Chapter 3 Linear Dynamic Models of an Economy -- 3.1 Extended dynamic input-output model -- 3.2 The von Neumann model of an expanding economy -- Chapter 4 Optimization and Equilibria -- 4.1 Linear programming problems -- 4.2 Economic interpretation of optimality conditions -- 4.3 Economic interpretation of the solution method -- Chapter 5 Nonlinear Economic Equilibrium Models -- 5.1 Cassel-Wald type economic equilibrium models -- 5.2 General price equilibrium models -- 5.3 Spatial price equilibrium models -- 5.4 Imperfectly competitive equilibrium models -- Chapter 6 Transportation and Migration Models -- 6.1 Network equilibrium models -- 6.2 Migration equilibrium models -- Part II COMPLEMENTARITY PROBLEMS -- Chapter 7 Complementarity with Z Properties -- 7.1 Classes of complementarity problems -- 7.2 Classes of square matrices and their properties -- 7.3 Complementarity problems with Z cost mappings -- Chapter 8 Applications -- 8.1 Input-output models -- 8.2 Price equilibrium models -- 8.3 A pure trade market model -- 8.4 Price oligopoly models -- Chapter 9 Complementarity with P Properties -- 9.1 Existence and uniqueness results -- 9.2 Solution methods for CP's with P properties -- Chapter 10 Applications -- 10.1 Walrasian price equilibrium models -- 10.2 Oligopolistic equilibrium models -- Part III VARIATIONAL INEQUALITIES -- Chapter 11 Theory of Variational Inequalities -- 11.1 Variational inequalities and related problems -- 11.2 Existence and uniqueness results -- Chapter 12 Applications -- 12.1 Cassel-Wald equilibrium models -- 12.2 Walrasian equilibrium models and their modifications -- 12.3 Existence results in Walrasian equilibrium models -- 12.4 Imperfect competition models -- 12.5 Network and migration equilibrium models -- Chapter 13 Projection Type Methods -- 13.1 The classical projection method -- 13.2 The projection methods with linesearch -- 13.3 Modifications and extensions -- Chapter 14 Applications of the Projection Methods -- 14.1 Applications to variational inequalities -- 14.2 Applications to systems of variational inequalities -- Chapter 15 Regularization Methods -- 15.1 The classical regularization method and its modifications -- 15.2 The proximal point method -- Chapter 16 Direct Iterative Methods for Monotone Variational Inequalities -- 16.1 Extrapolation methods -- 16.2 The ellipsoid method -- Chapter 17 Solutions to Exercises -- Bibliography -- Index -- Last Page.…”
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Applications of variational inequalities in stochastic control / by Bensoussan, Alain

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Variational methods for engineers with Matlab® / by Cursi, Eduardo Souza de

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Equilibrium problems : nonsmooth optimization and variational inequality models /

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Finite-dimensional variational inequalities and complementarity problems / by Facchinei, Francisco

Subjects: “…Variational inequalities (Mathematics)…”

Finite-dimensional variational inequalities and complementarity problems. by Facchinei, Francisco

Subjects: “…Variational inequalities (Mathematics)…”
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Finite-dimensional variational inequalities and complementarity problems by Facchinei, Francisco

Subjects: “…Variational inequalities (Mathematics)…”
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Obstacle problems in mathematical physics / by Rodrigues, José-Francisco

Table of Contents: “…Some Mathematical Tools; Chapter 4. Variational Inequalities in Hilbert Spaces; Chapter 5. Smoothness of the Variational Solution; Chapter 6. …”
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Complementarity and variational problems : state of the art /

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Generalized Convexity, Nonsmooth Variational Inequalities, and Nonsmooth Optimization / by Ansari, Qamrul Hasan, Lalitha, C. S., Mehta, Monika

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VARIATIONAL ANALYSIS AND SET OPTIMIZATION : developments and applications in.

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Variational methods for engineers with Matlab® / by Cursi, Eduardo Souza de

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The mountain pass theorem : variants, generalizations and some applications / by Jabri, Youssef, 1970-

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The mountain pass theorem : variants, generalizations, and some applications / by Jabri, Youssef, 1970-

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The mountain pass theorem : variants, generalizations and some applications / by Jabri, Youssef, 1970-

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Mathematical methods of game and economic theory / by Aubin, Jean Pierre

Table of Contents: “…Differentiability and variational inequalities --…”
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