Frontiers in Global Optimization
Global Optimization has emerged as one of the most exciting new areas of mathematical programming. Global optimization has received a wide attraction from many fields in the past few years, due to the success of new algorithms for addressing previously intractable problems from diverse areas such as...
| Other Authors: | , |
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| Format: | eBook |
| Language: | English |
| Published: |
New York, NY
Springer US
2004, 2004
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| Edition: | 1st ed. 2004 |
| Series: | Nonconvex Optimization and Its Applications
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| Subjects: | |
| Online Access: | |
| Collection: | Springer Book Archives -2004 - Collection details see MPG.ReNa |
Table of Contents:
- A General Framework for Constructing Cooperative Global Optimization Algorithms
- Constrained Global Optimization Adaptive Gradient Flows
- Exact Computation of Global Minima of a Nonconvex Portfolio Optimization Problem
- Global Reliability-Based Design Optimization
- Reducing the Cost of Evaluation of the Gradient and Hessian of Molecular Potential Energy Functions
- Global Dynamic Optimization of Linear Hybrid Systems
- AMIGO: Advanced Multidimensional Interval analysis Global Optimization
- Trilinear Monomials with Positive or Negative Domains: Facets of the Convex and Concave Envelopes
- Analysis of Nonconvex Polynomial Programs by the Method of Moments
- The Steiner Ratio and the Homochirality of Biomacromolecular Structures
- A Multi Dimensional Assignment Formulation For New Product Development Problems
- Quasiconvexity, Fractional Programming and Extremal Traffic Congestion
- A Deterministic Global Optimization Algorithm for Problems with Nonlinear Dynamics
- Exact solution of three nonconvex quadratic programming problems
- Global Optimization of Bioprocesses using Stochastic and Hybrid Methods
- Computational Experiments with an Adaptive Genetic Algorithm for Global Minimization of Potential Energy Functions
- A New Approach in Deterministic Global Optimisation of Problems with Ordinary Differential Equations
- Global Optimization of Homogeneous Polynomials on the Simplex and on the Sphere
- Exact parallel algorithms for the location depth and the maximum feasible subsystem problems
- An Improved Method for the Computation of Affine Lower Bound Functions for Polynomials
- Implementation and Testing of a Branch-and-Bound Based Method for Deterministic Global Optimization: Operations Research Applications
- MINLP Optimization Using Simplicial Approximation Method for Classes of Non-Convex Problems
- Optimal Solution of Integer Multicommodity Flow Problems With Application in Optical Networks
- Pre-search Screening: A Technique to Improve Search Efficiency in Global Optimization
- Global Optimization of Bilevel Programming Problems via Parametric Programming
- Global Solution of Optimization Problems with Dynamic Systems Embedded
- A multi-start methodology for constrained global optimization using novel constrained local optimizers
- Representation and numerical determination of the global optimizer of a continuous function on a bounded domain
- Global Optimization under nonlinear restrictions by using stochastic perturbations of the projected gradient
- On the Existence of Polyhedral Convex Envelopes
- Optimal Selection of the Regression Kernel Matrix with Semidefinite Programming
- Termination Criteria in the Moore-Skelboe Algorithm for Global Optimization by Interval Arithmetic