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coq-wigderson's Introduction

Towards the Formal Verification of Wigderson’s Algorithm

Created by: Ben Siraphob (siraben) and Jamison Homatas (jhomatas48)

We present progress towards the formal verification of Wigderson's graph coloring algorithm in Coq. We have created a library of formalized graph theory that aims to bridge the literature gap between introductory material on Coq and large-scale formal developments, while providing a motivating case study. Our library contains over 180 proven theorems.

Using Nix, run nix-shell then run make to compile it.

License

This software is licensed under the MIT license.

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coq-wigderson's Issues

Robust algorithm for 2-colorability

Needed so we can produce a novel 2-coloring for the neighborhood of a vertex in a 3-colorable graph. Robustness is needed so we do not need to know anything a priori about the 2-colorability of a graph and can produce either a complete 2-coloring or a proof that the graph is not 2-colorable.

Maybe it would be cleaner to construct the witness (odd cycle) in the negative case but it would be more algorithmically involved.

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