cuopt-numerical-optimization-formulation

Converts natural-language optimization problems into structured LP/MILP/QP formulations.

Updated Apr 16, 2026
One-click install
npx skills add https://github.com/sayalinvidia/sayali-skills-test --skill cuopt-numerical-optimization-formulation
Or copy as Structured Prompt for Agent
Please help me install this Agent Skill.
Skill: cuopt-numerical-optimization-formulation
Source: https://github.com/sayalinvidia/sayali-skills-test/tree/main/skills/cuopt-numerical-optimization-formulation
Command: npx skills add https://github.com/sayalinvidia/sayali-skills-test --skill cuopt-numerical-optimization-formulation

SYSTEM DOCUMENTATION & REQUIREMENTS

What problem does it solve?

Translates natural-language optimization problems into formal LP/MILP/QP formulations, reducing manual modeling effort.

Core Features & Use Cases

  • Label sentences as parameters, constraints, decisions, or objectives.
  • Detect implicit objectives and resolve them into explicit targets.
  • Provide a complete problem-to-model workflow suitable for cuOpt-style formulations.
  • Use cases include education, rapid prototyping, and production-ready problem modeling.

Quick Start

Provide a natural-language optimization problem and receive a structured LP/MILP/QP formulation.

Frequently Asked Questions about cuopt-numerical-optimization-formulation

High-intent search queries and answers about installing and using this skill.

FAQPage Schema
How do I convert a natural-language optimization problem into an LP or MILP formulation?

To convert a natural-language optimization problem into an LP or MILP formulation, provide the text description to the parser. It labels sentences as parameters, constraints, decisions, or objectives to generate a structured model automatically.

What is the best way to identify implicit objectives in optimization problem descriptions?

The best way to identify implicit objectives in optimization problem descriptions is using an automated parser that detects them and resolves them into explicit targets. It rigorously labels text components to guide LP, MILP, and QP modeling accurately.

Can I formulate quadratic programming (QP) models from text descriptions?

Yes, you can formulate quadratic programming (QP) models from text descriptions. The parser identifies the problem type, defines variables, and selects the objective to translate natural language into structured QP formulations.

Does this approach support rapid prototyping for linear programming models?

Yes, this approach supports rapid prototyping for linear programming models. It provides a complete problem-to-model workflow suitable for cuOpt-style formulations, reducing manual modeling effort for educational and production-ready problem modeling.

When do I need to label sentences for optimization problem parsing?

You need to label sentences for optimization problem parsing when translating natural language into formal LP, MILP, or QP formulations. This rigorous labeling identifies parameters, constraints, decisions, and objectives to guide accurate structured modeling.