|
Author: | | Boža Tasić |
Title: | | On the Partially Ordered Monoid Generated by the Operators H, S, P, Ps on Classes of Algebras |
Type: | | journal article |
English: | | http://www.sciencedirect.com/science/article/pii/S0021869301989148 | DOI: | | 10.1006/jabr.2001.8914 |
Journal: | | Journal of Algebra |
Abbrev: | | J. Algebra |
Year: | | 2001 |
Volume: | | 245 |
Pages: | | 1‑19 |
Publisher: | | Elsevier |
Location: | | Amsterdam, Netherlands |
MathSciNet: | | 1868180 |
ZBMATH: | | 0999.08006 |
OCLC: | | 4662380715 |
Refscore:Refscore is the percentage of references cited by this item that are listed on this website. | | 21 |
|
Cited by: | | 2018 Shum AKar-Ping Shum, The 14 Set Problem and Its Related Topics, ResearchGate, 2018, 21 pp. |
| 2017 Shum AK-P. Shum, A Note on Kuratowski’s Theorem and Its Related Topics, Adv. Pure Math., v. 7, 2017, pp. 383‑406. |
| 2008 GJ AB. J. Gardner, Marcel Jackson, The Kuratowski Closure-Complement Theorem, New Zealand J. Math., v. 38, 2008, pp. 9‑44. |
|
Cites: | | 1972 CJ AS. Comer, J. Johnson, The Standard Semigroup of Operators of a Variety, Algebra Universalis, v. 2, 1972, pp. 77‑79. |
| 1972 Pigozzi AD. Pigozzi, On Some Operations on Classes of Algebras, Algebra Universalis, v. 2, 1972, pp. 346‑353. |
| 1967 Nelson AEvelyn Nelson, Finiteness of Semigroups of Operators in Universal Algebra, Canad. J. Math., v. 19, 1967, pp. 764‑768. |
| 1963 Halmos BPaul Halmos, Lectures on Boolean Algebras, Van Nostrand Mathematical Studies, v. 1, 1963, p. 17. |
|