mathematical optimization

Computing portal

Here is a list of articles in the Mathematical optimization category of the Computing portal that unifies foundations of mathematics and computations using computers.

| This is a topic category.

|

| Pages in this category should be moved to subcategories where applicable. This category may require frequent maintenance to avoid becoming too large. It should directly contain very few, if any, pages and should mainly contain subcategories.

|

## Contents

* Top
* 0–9
* A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

## Subcategories

This category has the following 9 subcategories, out of 9 total.

### B

* Mathematical optimization in business (1 C, 23 P)

### C

* Combinatorial optimization (5 C, 77 P)

* Convex optimization (35 P)

### D

* Deterministic global optimization (3 P)

### M

* Mathematical optimization software (76 P)

### O

* Optimization algorithms and methods (7 C, 183 P)

* Optimization of ordered sets (4 P)

### S

* Stochastic optimization (1 C, 28 P)

### V

* Optimization in vector spaces (2 C, 6 P)

## Pages in category "Mathematical optimization"

The following 126 pages are in this category, out of 126 total.

###

* Mathematical optimization

### A

* AL procedure
* Algorithmic problems on convex sets
* Analysis of Boolean functions
* Applicable mathematics

### B

* Backtracking line search
* Barzilai-Borwein method
* Barzilai–Borwein method
* Basis pursuit
* Basis pursuit denoising
* Bauer maximum principle
* Bayesian efficiency
* Bilevel optimization
* Bilinear program
* Binary constraint

### C

* Cake number
* Central composite design
* Chebyshev center
* Clarke's generalized Jacobian
* Complementarity theory
* Compressed sensing
* Constrained optimization
* Constraint (mathematics)
* Continuous optimization
* Convex optimization

### D

* DMelt:DataAnalysis/5 Fitting Data
* DMelt:DataAnalysis/6 Advanced Data Fitting
* DMelt:DataAnalysis/7 Fitting Shapes
* Dead-end elimination
* Descent direction
* Deterministic global optimization
* Discrete optimization
* Dispersive flies optimisation
* Distributed constraint optimization
* Dual norm

### E

* Elbow of a curve
* Elbow of the curve
* ELECTRE
* ÉLECTRE
* Chemistry:Energy minimization
* Earth:Energy modeling
* ESP-r

### F

* Faustmann's formula
* Feasible region
* Fritz John conditions

### G

* Geometric median
* Goal programming
* Gradient descent
* Guess value

### H

* Highly optimized tolerance
* Highway network optimization
* Hydrological optimization
* Hyperparameter optimization

### I

* Incompatibility of quantum measurements
* Organization:International Society for Structural and Multidisciplinary Optimization

### J

* Jeep problem
* JuMP

### K

* Karush–Kuhn–Tucker conditions
* Keynes–Ramsey rule
* Knee of a curve

### L

* Lagrange multiplier
* Lazy caterer's sequence
* Least-squares spectral analysis
* Linear search problem
* Liner shipping network design and scheduling problem
* Local optimum
* Low-rank approximation

### M

* Map segmentation
* Organization:Mathematical Optimization Society
* Mathematical programming with equilibrium constraints
* Max–min inequality
* Maxima and minima
* Maximum and minimum
* Maximum theorem
* MCACEA
* Mean field annealing
* Measuring attractiveness by a categorical-based evaluation technique
* Measuring attractiveness by a categorical-based evaluation technique (MACBETH)
* Minimax theorem
* Mirror descent
* Mixed complementarity problem
* Mixed linear complementarity problem
* Moreau envelope
* Multi-attribute global inference of quality
* Multiple-criteria decision analysis
* Multi-objective optimization
* Multicriteria classification
* Multidisciplinary design optimization

### N

* Nearest neighbor search
* No free lunch in search and optimization
* NP-completeness

### O

* Online optimization
* Earth:Open energy system models
* Optimal apportionment
* Optimal control
* Optimal design
* Optimal experimental design
* Optimistic knowledge gradient

### P

* P versus NP problem
* Paper bag problem
* Pareto efficiency
* PDE-constrained optimization
* Proportional-fair rule
* Proximal operator
* Pseudo-Boolean function

### Q

* Quadratically constrained quadratic program

### R

* Response surface methodology
* Robust optimization

### S

* Separation oracle
* Set-valued function
* Shape optimization
* Similarity-based-TOPSIS
* Simulation-based optimization
* Smoothed analysis
* State transition algorithm
* Subgradient method
* Sum-of-squares optimization
* Superiority and inferiority ranking method

### T

* Topological derivative
* Topology optimization
* TOPSIS
* Transit route network design problem

### U

* Utilitarian rule
* Utility maximization problem

### V

* VIKOR method

### W

* Wolfe conditions

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