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Given a transformation between input and output values, described by a mathematical functionf, optimization deals with generating and selecting a best solution from some set of available alternatives, by systematically choosing input values from within an allowed set, computing the output of the function, and recording the best output values found during the process. Many real-world problems can be modeled in this way. For example, the inputs can be design parameters of a motor, the output can be the power consumption, or the inputs can be business choices and the output can be the obtained profit.
Linear Programming Software For Mac Windows 10
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An optimization problem, in this case a minimization problem, can be represented in the following way
- Given: a functionf : AR from some setA to the real numbers
- Search for: an element x0 in A such that f(x0) ≤ f(x) for all x in A.
In continuous optimization, A is some subset of the Euclidean spaceRn, often specified by a set of constraints, equalities or inequalities that the members of A have to satisfy. In combinatorial optimization, A is some subset of a discrete space, like binary strings, permutations, or sets of integers.
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The use of optimization software requires that the function f is defined in a suitable programming language and connected at compile or run time to the optimization software. The optimization software will deliver input values in A, the software module realizing f will deliver the computed value f(x) and, in some cases, additional information about the function like derivatives.
Linear Programming Software For Mac Download
In this manner, a clear separation of concerns is obtained: different optimization software modules can be easily tested on the same function f, or a given optimization software can be used for different functions f.
The following tables provide a list of notable optimization software organized according to license and business model type.
Free and open-source software[edit]
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- Applications
| Name | License | Description |
|---|---|---|
| ADMB | BSD | a nonlinear optimization framework, using automatic differentiation. |
| ASCEND | GPL | a mathematical modelling chemical process modelling system. |
| CUTEr | GPL | a testing environment for optimization and linear algebrasolvers. |
| GNU Octave | GPL | a software package featuring a high-level programming language, primarily intended for numerical computations; well recognized free alternative to MATLAB. |
| Scilab | CeCILL | a cross-platform numerical computational package and a high-level, numerically oriented programming language with free numerical optimization framework. |
- Software libraries
| Name | License | Description |
|---|---|---|
| ALGLIB | GPL | dual licensed (GPL/commercial) nonlinear optimization library (unconstrained, box, linearly, nonlinearly-constrained, nonlinear and QP problems), optionally using automatic differentiation. Cross-language: C++, C#. |
| COIN-OR | EPL 1.0 | integer programming, linear programming, nonlinear programming |
| Dlib | Boost Software License | Unconstrained/box-constrained nonlinear/QP optimization library written in C++. |
| GEKKO | MIT License | machine learning and optimization of mixed-integer and differential algebraic equations in Python. |
| GLPK | GPL | GNU Linear Programming Kit, C API. |
| IPOPT | CPL | a large scale nonlinear optimizer for continuous systems (requires gradient), C++ (formerly Fortran and C). |
| MIDACO | Dual (Commercial, BY-NC-ND) | a lightweight software tool for single- and multi-objective optimization based on evolutionary computing. Written in C/C++ and Fortran with gateways to Excel, VBA, Java, Python, Matlab, Octave, R, C# and Julia. |
| MINUIT (now MINUIT2) | LGPL | an unconstrained optimizer internally developed at CERN. |
| OpenMDAO | Apache License | a Multidisciplinary Design, Analysis, and Optimization (MDAO) framework, written in Python. The development is led out of the NASA Glenn Research Center, with support from the NASA Langley Research Center. |
| OptaPlanner | Apache License | a Java constraint solver with construction heuristics and metaheuristics. Integrates with Spring Boot and Quarkus. Runs on Kotlin and Scala too. |
| PDFO | LGPL | M. J. D. Powell's solvers for general nonlinear optimization with or without constraints using only function values but not derivatives: NEWUOA and UOBYQA – unconstrained optimization; BOBYQA – box-constrained optimization; LINCOA – DFO, linearly constrained optimization; COBYLA – nonlinearly constrained optimization. Implemented in Fortran 77, with MATLAB and Python interfaces.[1][2] |
| SciPy | BSD | a general numeric package for Python, with some support for optimization. |
Proprietary software[edit]
- AIMMS – optimization modeling system, including GUI building facilities.
- ALGLIB – dual licensed (GPL/commercial) constrained quadratic and nonlinear optimization library with C++ and C# interfaces.
- Altair HyperStudy – design of experiments and multi-disciplinary design optimization.
- AMPL – modelling language for large-scale linear, mixed integer and nonlinear optimization.
- ANTIGONE – a deterministic global optimization MINLP solver.
- APMonitor – modeling language and optimization suite for large-scale, nonlinear, mixed integer, differential and algebraic equations with interfaces to MATLAB, Python, and Julia.
- Artelys Knitro – large scale nonlinear optimization for continuous and mixed-integer programming.
- ASTOS – AeroSpace Trajectory Optimization Software for launcher, re-entry and generic aerospace problems.
- BARON – optimization of algebraic nonlinear and mixed-integer nonlinear problems.
- COMSOL Multiphysics – a cross-platform finite element analysis, solver and multiphysicssimulation software.
- CPLEX – integer, linear and quadratic programming.
- FEATool Multiphysics – FEA GUI Toolbox for MATLAB
- FICO Xpress – integer, linear and quadratic and nonlinear programming.
- FortMP – integer, linear and quadratic programming.
- FortSP – stochastic programming.
- GAMS – General Algebraic Modeling System.
- Gurobi – integer, linear and quadratic programming.
- HEEDS MDO – multidisciplinary design optimization using SHERPA, a hybrid, adaptive optimization algorithm.
- IMSL Numerical Libraries – linear, quadratic, nonlinear, and sparse QP and LP optimization algorithms implemented in standard programming languages C, Java, C# .NET, Fortran, and Python.
- IOSO – (Indirect Optimization on the basis of Self-Organization) a multiobjective, multidimensional nonlinear optimization technology.
- Kimeme – an open platform for multi-objective optimization and multidisciplinary design optimization.
- LINDO - (Linear, Interactive, and Discrete Optimizer) a software package for linear programming, integer programming, nonlinear programming, stochastic programming, and global optimization. The 'What's Best!' Excel add-in performs linear, integer, and nonlinear optimization using LINDO.
- LIONsolver – an integrated software for data mining, analytics, modelingLearning and Intelligent OptimizatioN and reactive business intelligence approach.
- modeFRONTIER – an integration platform for multi-objective and multi-disciplinary optimization, which provides a seamless coupling with third party engineering tools, enables the automation of the design simulation process, and facilitates analytic decision making.
- Maple – linear, quadratic, and nonlinear, continuous and integer optimization. Constrained and unconstrained. Global optimization with add-on toolbox.
- MATLAB – linear, integer, quadratic, and nonlinear problems with Optimization Toolbox; multiple maxima, multiple minima, and non-smooth optimization problems; estimation and optimization of model parameters.
- MIDACO a lightweight software tool for single- and multi-objective optimization based on evolutionary computing. Written in C/C++ and Fortran with gateways to Excel, VBA, Java, Python, Matlab, Octave, R, C# and Julia.
- Mathematica – large-scale multivariate constrained and unconstrained, linear and nonlinear, continuous and integer optimization.
- ModelCenter – a graphical environment for integration, automation, and design optimization.
- MOSEK – linear, quadratic, conic and convex nonlinear, continuous and integer optimization.
- NAG – linear, quadratic, nonlinear, sums of squares of linear or nonlinear functions; linear, sparse linear, nonlinear, bounded or no constraints; local and global optimization; continuous or integer problems.
- NMath – linear, quadratic and nonlinear programming.
- Octeract Engine – a deterministic global optimization MINLP solver.
- OptimJ – Java-based modeling language. Premium Edition includes support for Gurobi, Mosek and CPLEX solvers.
- Optimus platform – a process integration and design optimization platform developed by Noesis Solutions.
- optiSLang – software solutions for CAE-based sensitivity analysis, optimization and robustness evaluation.
- OptiY - a design environment providing modern optimization strategies and state of the art probabilistic algorithms for uncertainty, reliability, robustness, sensitivity analysis,. Retrieved 2020-04-14.
- ^'Decision Tree for Optimiztion Software'.