💡Lean Proof Artifact: Verification with Nanoda Kernel
Lean Proof Artifact Verified with Nanoda Kernel
TL;DR
A Lean proof artifact has been verified using the Lean kernel and the nanoda kernel. The proof uses Lean's built-in natural numbers and Mathlib's exponentiation.
A Lean proof artifact has been verified using the Lean kernel and the nanoda kernel. The proof is written with Lean's built-in natural numbers, +, ≤, <, and ≠. It uses Mathlib's exponentiation on ℕ, which defines Lean's built-in exponentiation. The proof is a research artifact, not accepting contributions and not maintained.
Key Points
The proof is written with Lean's built-in natural numbers, +, ≤, <, and ≠.
It uses Mathlib's exponentiation on ℕ, defining Lean's built-in exponentiation.
The proof is verified using the Lean kernel and the nanoda kernel.
The proof is a research artifact, not accepting contributions.
The proof is not maintained.
Why It Matters
This Lean proof artifact showcases the verification capabilities of the Lean kernel and the nanoda kernel, providing a robust method for validating mathematical proofs. It highlights the importance of using reliable kernel verification for complex mathematical proofs, ensuring their correctness and reliability. This is particularly relevant for researchers and developers working on formal verification projects.
Frequently Asked Questions
Why does this matter?
This Lean proof artifact showcases the verification capabilities of the Lean kernel and the nanoda kernel, providing a robust method for validating mathematical proofs. It highlights the importance of using reliable kernel verification for complex mathematical proofs, ensuring their correctness and reliability. This is particularly relevant for researchers and developers working on formal verification projects.
What happened?
A Lean proof artifact has been verified using the Lean kernel and the nanoda kernel. The proof uses Lean's built-in natural numbers and Mathlib's exponentiation.
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