|
Authors: | | Emmanuelle Garel, Jean Pierre Olivier |
Title: | | On Closures Verifying that the Interior of a Closed Element is Closed |
Type: | | journal article |
English: | | http://www.tandfonline.com/doi/abs/10.1080/00927879508825428 | DOI: | | 10.1080/00927879508825428 |
Journal: | | Communications in Algebra |
Abbrev: | | Comm. Algebra |
Year: | | 1995 |
Volume: | | 23 |
Pages: | | 3715‑3728 |
Publisher: | | Taylor & Francis |
Location: | | London, England |
MathSciNet: | | 1348260 |
ZBMATH: | | 0842.04001 |
OCLC: | | 4659934656 |
Refscore:Refscore is the percentage of references cited by this item that are listed on this website. | | 25 |
|
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. |
| 1995 GO‑b AEmmanuelle Garel, Jean Pierre Olivier, The Opoid Generated by Transitive Closure and Interior and Symmetric Closure and Interior: A Characterization Using Generators and Relations, Rend. Sem. Mat. Univ. Poi. Torino, v. 53, 1995, pp. 71‑88. |
| 1993 GO AEmmanuelle Garel, Jean Pierre Olivier, About the Finiteness of Monoids Generated by Closures and Interiors, Semigroup Forum, v. 47, 1993, pp. 341‑352. |
|
Cites: | | 1984 Peleg AD. Peleg, A Generalized Closure and Complement Phenomenon, Discrete Math., v. 50, 1984, pp. 285‑293. |
| 1980 FP AM. J. Fischer, M. S. Paterson, The Fast Skew-Closure Algorithm, L'Enseign. Math., v. 26, 1980, pp. 345‑360. |
| 1972 GKM AR. L. Graham, D. E. Knuth, T. S. Motzkin, Complements and Transitive Closures, Discrete Math., v. 2, 1972, pp. 17‑29. |
| 1922 Kuratowski AKazimierz Kuratowski, Sur l'Opération Ā de l'Analysis Situs (On the Topological Closure Operation), Fund. Math., v. 3, 1922, pp. 182‑199, in French. |
|