Continuing the page kept by Gerhard Woeginger, 1996–2016.
Post-2016 Register census entry 136
A polynomial time algorithm for 3-SAT
A post-2016 Register census entry for a claimed P = NP result by Manoj Kumar. It was not part of Woeginger’s frozen list and remains an unadjudicated candidate.
The abstract explicitly states that the algorithm proves P=NP; the public complexity analysis is attached to the lineage.
Links recorded by the census
The same link-list treatment is used across both corpora. These 63 post-2016 URLs carry the census’s dated link state; the 45-of-174 link-rot statistic remains explicitly historical.
Link status recorded by the census on 24 July 2026. This dated census status is separate from the held 174-link historical HEAD probe.
Post-2016 census provenance
Source
post-2016 discovery sweep
Venue type
arXiv
Arxiv id
2101.05597
V1 date
2021-01-13
Latest version
v3 (2021-05-24)
Status
current
Discovery queries
arXiv abs:"we prove that P=NP"
arXiv all:"P=NP" + polynomial algorithm
Cite this dossier
Plain text
The P versus NP Register. “Dossier 136: A polynomial time algorithm for 3-SAT.” Post-2016 Register census entry; as of 26 July 2026.
BibTeX
@misc{pvnp-register-136-2026,
author = {{The P versus NP Register}},
title = {A polynomial time algorithm for 3-SAT},
year = {2026},
note = {Post-2016 census dossier 136; unadjudicated; as of 2026-07-26}
}