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Equilibrium Problems and Variational Models
Overview of attention for book
Table of Contents
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Book Overview
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Chapter 1
On Vector Quasi—Equilibrium Problems
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Chapter 2
The Log—Quadratic Proximal Methodology in Convex Optimization Algorithms and Variational Inequalities
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Chapter 3
The Continuum Model of Transportation Problem
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Chapter 4
The Economic Model for Demand—Supply Markets
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Chapter 5
Constrained Problems of Calculus of Variations Via Penalization Technique
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Chapter 6
Variational Problems with Constraints Involving Higher-Order Derivatives
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Chapter 7
On the Strong Solvability of a Unilateral Boundary Value Problem for Nonlinear Parabolic Operators in the Plane
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Chapter 8
Solving a Special Class of Discrete Optimal Control Problems Via a Parallel Interior—Point Method
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Chapter 9
Solving Large Scale Fixed Charge Network Flow Problems
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Chapter 10
Variable Projection Methods for Large—Scale Quadratic Optimization in Data Analysis Applications
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Chapter 11
Strong Solvability of Boundary Value Problems in Elasticity with Unilateral Constraints
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Chapter 12
Time Dependent Variational Inequalities — Some Recent Trends
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Chapter 13
On the Contractibility of the Efficient and Weakly Efficient Sets in R 2
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Chapter 14
Existence Theorems for a Class of Variational Inequalities and Applications to a Continuous Model of Transportation
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Chapter 15
On Auxiliary Principle for Equilibrium Problems
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Chapter 16
Multicriteria Spatial Price Networks: Statics and Dynamics
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Chapter 17
Non Regular Data in Unilateral Variational Problems
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Chapter 18
Equilibrium Concepts in Transportation Networks: Generalized Wardrop Conditions and Variational Formulations
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Chapter 19
Variational Geometry and Equilibrium
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Chapter 20
On the Calculation of Equilibrium in Time Dependent Traffic Networks
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Chapter 21
Mechanical Equilibrium and Equilibrium Systems
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Chapter 22
False Numerical Convergence in Some Generalized Newton Methods
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Chapter 23
Distance to the Solution Set of an Inequality with an Increasing Function
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Chapter 24
Transportation Networks with Capacity Constraints
Overall attention for this book and its chapters
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Mentioned by
syllabi
1
institution with syllabi
Citations
dimensions_citation
128
Dimensions
Book overview
1. On Vector Quasi—Equilibrium Problems
2. The Log—Quadratic Proximal Methodology in Convex Optimization Algorithms and Variational Inequalities
3. The Continuum Model of Transportation Problem
4. The Economic Model for Demand—Supply Markets
5. Constrained Problems of Calculus of Variations Via Penalization Technique
6. Variational Problems with Constraints Involving Higher-Order Derivatives
7. On the Strong Solvability of a Unilateral Boundary Value Problem for Nonlinear Parabolic Operators in the Plane
8. Solving a Special Class of Discrete Optimal Control Problems Via a Parallel Interior—Point Method
9. Solving Large Scale Fixed Charge Network Flow Problems
10. Variable Projection Methods for Large—Scale Quadratic Optimization in Data Analysis Applications
11. Strong Solvability of Boundary Value Problems in Elasticity with Unilateral Constraints
12. Time Dependent Variational Inequalities — Some Recent Trends
13. On the Contractibility of the Efficient and Weakly Efficient Sets in R 2
14. Existence Theorems for a Class of Variational Inequalities and Applications to a Continuous Model of Transportation
15. On Auxiliary Principle for Equilibrium Problems
16. Multicriteria Spatial Price Networks: Statics and Dynamics
17. Non Regular Data in Unilateral Variational Problems
18. Equilibrium Concepts in Transportation Networks: Generalized Wardrop Conditions and Variational Formulations
19. Variational Geometry and Equilibrium
20. On the Calculation of Equilibrium in Time Dependent Traffic Networks
21. Mechanical Equilibrium and Equilibrium Systems
22. False Numerical Convergence in Some Generalized Newton Methods
23. Distance to the Solution Set of an Inequality with an Increasing Function
24. Transportation Networks with Capacity Constraints
Summary
Syllabi
Dimensions citations
This data is correct as of December 2015 - for more up to date information, please visit
https://opensyllabus.org/
So far, Altmetric has seen this research output assigned in
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syllabus from an institution on Open Syllabus Project.
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Course subject areas covered
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Business, Engineering, Biology, History, Law