Global optimization for the generalized polynomial sum of ratios problem
From MaRDI portal
Publication:548182
DOI10.1007/s10898-010-9593-xzbMath1228.90085OpenAlexW2057523182MaRDI QIDQ548182
Yuan Ma, Pei-Ping Shen, Yong-Qiang Chen
Publication date: 28 June 2011
Published in: Journal of Global Optimization (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1007/s10898-010-9593-x
global optimizationfractional programmingsum of ratiosgeneralized polynomialnonisolated optimal solution
Related Items (5)
Global optimization algorithm for sum of generalized polynomial ratios problem ⋮ A practicable contraction approach for the sum of the generalized polynomial ratios problem ⋮ Range division and compression algorithm for quadratically constrained sum of quadratic ratios ⋮ Time-optimal velocity planning by a bound-tightening technique ⋮ A parametric solution method for a generalized fractional programming problem
Cites Work
- Unnamed Item
- Unnamed Item
- Using concave envelopes to globally solve the nonlinear sum of ratios problem
- Global optimization of nonlinear sum of ratios problem
- A stochastic geometric programming problem with multiplicative recourse
- A robust algorithm for generalized geometric programming
- Solving sum of quadratic ratios fractional programs via monotonic function
- Global optimization of fractional programs
- Generalized geometric programming applied to problems of optimal control. I: Theory
- Computation and application of Taylor polynomials with interval remainder bounds
- Global optimization with higher order inclusion function forms. I: A combined Taylor-Bernstein form
- Recent developments and trends in global optimization
- Solving the sum-of-ratios problem by an interior-point method
- On the posynomial fractional programming problems
- Optimization of polynomial fractional functions
- A robust algorithm for quadratic optimization under quadratic constraints
- A global optimization using linear relaxation for generalized geometric programming
- Global optimization for the sum of generalized polynomial fractional functions
- Global optimization for sum of linear ratios problem with coefficients
- Effectiveness of a geometric programming algorithm for optimization of machining economics models
- Robust solution of nonconvex global optimization problems
- Monotonic Optimization: Problems and Solution Approaches
- Fractional programming: The sum-of-ratios case
- Fractional Programming. II, On Dinkelbach's Algorithm
- Allocation of resources in project management
- Programming with linear fractional functionals
- Global optimization algorithm for the nonlinear sum of ratios problem
This page was built for publication: Global optimization for the generalized polynomial sum of ratios problem