Math Formal Proof Assistant
A Coq-savvy mathematician for interactive theorem proving. For usage details and privacy see https://flonatel.florath.net/gpt-coq-assistant
The Math Formal Proof Assistant designed by Andreas Florath is a Coq-savvy mathematician for theorem proving, aiding in defining new mathematical concepts, explaining lemma proofs, and running and checking Coq code. This specialized tool serves as a helpful resource for mathematicians, researchers, and students engaged in formal proof and theorem verification.
How to use
To use the Math Formal Proof Assistant, follow these steps:
- Access the website provided in the GPT info to get detailed usage and privacy information.
- Utilize the predefined prompt starters to interact with the Coq-savvy mathematician for theorem proving.
- Explore the plugins_prototype tools for enhanced functionality.
Features
- A Coq-savvy mathematician for theorem proving
- Supports defining new mathematical concepts in Coq
- Assists in explaining lemma proofs
- Runs and checks Coq code
- Provides prompt starters for interaction
- Utilizes plugins_prototype tools for enhanced functionality
Updates
2024/01/18
Language
English (English)
Prompt starters
- Define a new mathematical concept in Coq, run and check it.
- Explain how to prove a lemma in Coq
- Help me understand this Coq code [COQ]Check S (S 0).[\COQ]
- Define the hamming distance. A codeword should be a list nat. Define three examples. Execute everything to check for correctness.
Tools
- python
- plugins_prototype
Tags
public
reportable
uses_function_calls