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- AMPL Optimization: Empowering Businesses and Institutions
Join thousands of industry-leading companies that use AMPL’s integrated ecosystem – combining powerful modeling, solver partnerships, and seamless system integrations – to build and deploy optimization applications Backed by expert support and consulting, AMPL delivers more optimized and profitable business outcomes
- Start Free with AMPL – Powerful Optimization, No Cost
Get started with AMPL for free! Access our powerful modeling environment and explore optimization solvers with no upfront cost Begin building and solving models today with AMPL’s free license options
- AMPL Company | Advanced Modeling for Optimization | AMPL
Discover the power of AMPL: Transforming Optimization with AMPL, the leading modeling language Learn about our solutions and Experties
- Quick Introduction — AMPL Resources
AMPL (A Mathematical Programming Language) is a high-level language for expressing optimization models It is widely used in academia and industry to model and solve linear, nonlinear, and integer optimization problems
- AMPL Book - Guide for modelers at all levels of experience
AMPL: A Modeling Language for Mathematical Programming is the definitive guide to optimization modeling Written by AMPL’s creators, this book covers everything from basic formulations to advanced solver techniques
- AMPL: Advanced Modeling for Optimization Solutions
AMPL is a high-level language for describing and solving mathematical optimization problems Unlike general programming languages such as Python, C++, or Java, which are designed for a broad range of applications, AMPL is dedicated to optimization modeling
- Academia - AMPL
Get AMPL’s powerful yet easy-to-learn modeling language, integrated with a comprehensive Python API for application development AMPL Academic License Extended Community Edition license with commercial linear solvers
- A Basic AMPL Model
This notebook introduces basic concepts of AMPL needed to formulate and solve the production planning problem introduced in a companion notebook: Variables Objectives Constraints Solving Reporting the solution The AMPL model shown in this notebook is a direct translation of the mathematical model into basic AMPL components
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