Optimization: Foundations and ApplicationsISBN: 978-0-471-35169-6
Paperback
676 pages
March 2000
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FOUNDATIONS: LINEAR METHODS.
Matrix Algebra.
Systems of Linear Equations.
FOUNDATIONS: NONLINEAR METHODS.
Unconstrained Maximization and Minimization.
Constrained Maximization and Minimization.
APPLICATIONS: ITERATIVE METHODS FOR NONLINEAR PROBLEMS.
Solving Nonlinear Equations.
Solving Unconstrained Maximization and Minimization Problems.
APPLICATIONS: CONSTRAINED OPTIMIZATION IN LINEAR MODELS.
Linear Programming: Fundamentals.
Linear Programming: Extensions.
Linear Programming: Interior Point Methods.
APPLICATIONS: CONSTRAINED OPTIMIZATION IN NONLINEAR MODELS.
Nonlinear Programming: Fundamentals.
Nonlinear Programming: Duality and Computational Methods.
Problems.
References.
Matrix Algebra.
Systems of Linear Equations.
FOUNDATIONS: NONLINEAR METHODS.
Unconstrained Maximization and Minimization.
Constrained Maximization and Minimization.
APPLICATIONS: ITERATIVE METHODS FOR NONLINEAR PROBLEMS.
Solving Nonlinear Equations.
Solving Unconstrained Maximization and Minimization Problems.
APPLICATIONS: CONSTRAINED OPTIMIZATION IN LINEAR MODELS.
Linear Programming: Fundamentals.
Linear Programming: Extensions.
Linear Programming: Interior Point Methods.
APPLICATIONS: CONSTRAINED OPTIMIZATION IN NONLINEAR MODELS.
Nonlinear Programming: Fundamentals.
Nonlinear Programming: Duality and Computational Methods.
Problems.
References.