Two proof systems for Peirce algebras. Schmidt, R. A., Orłowska, E., & Hustadt, U. In Berghammer, R., Möller, B., & Struth, G., editors, Revised Selected Papers of the 7th International Seminar on Relational Methods in Computer Science and the 2nd International Workshop on Kleene Algebra, volume 3051, of LNCS, pages 238-251, 2004. Springer. Paper abstract bibtex This paper develops and compares two tableaux-style proof systems for Peirce algebras. One is a tableau refutation proof system, the other is a proof system in the style of Rasiowa-Sikorski.
@INPROCEEDINGS{Schmidt+Orlowska+Hustadt@RSRelMiCSIWAKA2003,
AUTHOR = {Schmidt, Renate A. and Or{\l}owska, Ewa and
Hustadt, Ullrich},
TITLE = {Two proof systems for {Peirce} algebras},
BOOKTITLE = {Revised Selected Papers of the 7th International
Seminar on Relational Methods in Computer Science and the
2nd International Workshop on Kleene Algebra},
YEAR = {2004},
EDITOR = {Berghammer, Rudolf and M{\"o}ller, Bernhard
and Struth, Georg},
PAGES = {238-251},
PUBLISHER = {Springer},
ADDRESS = {},
PADDRESS = {Berlin},
PYEAR = {2004},
CADDRESS = {Bad Malente, Germany},
CYEAR = {2003},
CMONTH = may # {~12--17},
SERIES = {LNCS},
VOLUME = {3051},
URL = {Schmidt+Orlowska+Hustadt@RSRelMiCSIWAKA2003.pdf},
ABSTRACT = {This paper develops and compares two tableaux-style
proof systems for Peirce algebras. One is a tableau refutation proof
system, the other is a proof system in the style of Rasiowa-Sikorski.}
}
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