1. Adams, M., Aspinall, D.: Recording and refactoring HOL light tactic proofs. In: Workshop on Automated Theory eXploration, in Association with the 6th International Conference on Automated Reasoning (2012)
2. Arthan, R., Jones, R.: Z in HOL in ProofPower. In Issue 2005-1 of the British Computer Society Specialist Group Newsletter on Formal Aspects of Computing Science (2005)
3. Aspinall, D., Denney, E., Lüth, C.: Tactics for hierarchical proof. Math. Comput. Sci. 3(3), 309–330 (2010). Springer
4. Texts in Theoretical Computer Science an EATCS Series;Y Bertot,2004
5. Hales, T., Adams, M., Bauer, G., Dat, T.D., Harrison, J., Truong, H.L., Kaliszyk, C., Magron, V., McLaughlin, S., Thang, N.T., Truong, N.Q., Nipkow, T., Obua, S., Pleso, J., Rute, J., Solovyev, A., An, T.H., Trung, T.N., Diep, T.T., Urban, J., Ky, V.K., Zumkeller, R.: A Formal Proof of the Kepler Conjecture.
arXiv:1501.02155v1
[math.MG].
arxiv.org
(2015)