Published April 29, 2020 | Version v1
Dataset Open

Unsatisfiability Proofs for Weight 16 Codewords in Lam's Problem

  • 1. University of Waterloo

Description

These archives contain the proofs accompanying the paper Unsatisfiability Proofs for Weight 16 Codewords in Lam's Problem (appearing in the 2020 proceedings of the International Joint Conference on Artificial Intelligence).

Each archive contains a satisfiability instance and a DRAT certificate proving that the instance is unsatisfiable.  In the cases 1a–c the instance has been split into hundreds of smaller subinstances.  A makefile is provided that will generate the satisfiability instance in each subinstance.  For example, to generate the subinstance with index 0 in case 1a you can run the following:

make -f makefile-1a 1a.0.block.cnf

For more information and the generation scripts, see the MathCheck website.

Files

Files (80.9 GB)

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md5:91ef51308dfc1768dc9909f38d68e422
5.7 GB Download
md5:2556b3aaa814d7dd518a93d850be0ee9
6.6 GB Download
md5:f6deaaccccac1a311a4332d5ffc2aa54
43.5 GB Download
md5:8dcdf78c93ef40119b8a9fe59860b1e2
1.7 GB Download
md5:390c7f4c55e1762ad6f7556767831959
3.3 GB Download
md5:95ba318b41e63d86a8975011e72eb524
91.7 MB Download
md5:04cca3c8c730ca1f8b6f3ec925643ffa
816.1 MB Download
md5:dedab1b221434af7eaa0e593a2fe092e
1.3 GB Download
md5:c5a828ba33dd5861b8f6fae33585cb9b
6.6 GB Download
md5:ba65f64d796d8b60f2675721baa7c5f2
11.4 GB Download