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Dec 7th 2009
TOMLAB 7.3 released. GUROBI 2.0 released. Several Base Module updates! Read more >>
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Aug 18th 2009
TOMLAB 7.2 released. New GUROBI solver now available. Read more >>
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Aug 6th 2009
TOMLAB switches to BITROCK for multi-platform installation support. Read more >>
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Mar 25th 2009
TOMLAB v7.1 released. Many additional PROPT examples, MINLP support in KNITRO and more. Read more >>
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Nov 17th 2008
TOMLAB v7 finally out! New modeling platform with source transformation and lightning fast optimal control! Read more >>
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Jun 11th 2008
TOMLAB v6.1 released. New optimal control package available. Read more >>
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Jan 31st 2008
TOMLAB® is now a registered trademark of Tomlab Optimization. Read more >>
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Dec 28th 2007
TOMLAB v6.0 released. New CPLEX version. Read more >>
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Sep 7th 2007
TOMLAB v5.9 released. General speed improvements. Read more >>
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News archive >>
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AMPL® Optimization Environment - A Modeling
Language for Mathematical Programming
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What is AMPL?
AMPL is a computer language for describing production, distribution, blending, scheduling and
many other kinds of problems known generally as large-scale optimization or mathematical programming.
The algebraic notation and interactive command environment are designed to help formulate
models, communicate with a wide variety of solvers, and examine solutions.
AMPL's flexibility and convenience make it ideal for rapid prototyping and development of models,
while its speed and generality provide the resources required by repeated production runs.
Read more about AMPL >>
Purchase AMPL online >>
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AMPL
AMPL includes the fundamental package to run the software for the command line. Two basic solvers are also included (glbDirect and glcDirect). They are suitable for problems with less than 20 variables.
Read more >>
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AMPL /MINOS
Solver package MINOS. State-of-the-art linear, quadratic and nonlinear programming.
Developed in cooperation with Systems Optimization Laboratory (SOL) for AMPL users. The toolbox includes the solvers MINOS and QPOPT.
Read more >>
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AMPL /SNOPT
Solver package for sparse quadratic and nonlinear programming. The toolbox includes the solvers MINOS, QPOPT, SQOPT, SNOPT.
Read more >>
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