Optimal is a powerful set of tools for finding mathematically optimal solutions to complex problems. Whether you're optimising resource allocation, scheduling tasks, or logistics, Optimal provides a user-friendly interface to define your problem in mathematical terms, select the ideal algorithm, and find the best solution.
View a List of Available EndpointsDefine your problem using a consistent JSON format, making it easy to integrate with various tools and platforms.
Use a large language model to help you define your problem in mathematical terms, ensuring clarity and precision in your optimisation tasks.
Leverage the power of proven Python libraries like SciPy, PuLP, and more to solve your optimisation problems efficiently and effectively.