| Title:
             | 
On endomorphism semigroups of a fuzzily structured set (English) | 
| Author:
             | 
Shteinbuk, Veniamin | 
| Author:
             | 
Šostak, Alexander | 
| Language:
             | 
English | 
| Journal:
             | 
Kybernetika | 
| ISSN:
             | 
0023-5954 | 
| Volume:
             | 
28 | 
| Issue:
             | 
7 | 
| Year:
             | 
1992 | 
| Pages:
             | 
54-57 | 
| . | 
| Category:
             | 
math | 
| . | 
| MSC:
             | 
04A72 | 
| MSC:
             | 
54A40 | 
| MSC:
             | 
54B30 | 
| MSC:
             | 
54H15 | 
| idZBL:
             | 
Zbl 0861.54004 | 
| idMR:
             | 
MR1226053 | 
| . | 
| Date available:
             | 
2009-09-24T18:36:33Z | 
| Last updated:
             | 
2012-06-06 | 
| Stable URL:
             | 
http://hdl.handle.net/10338.dmlcz/124196 | 
| . | 
| Reference:
             | 
[1] C. L. Chang: Fuzzy topological spaces.J. Math. Anal. Appl. 24 (1968), 182-190. Zbl 0167.51001, MR 0236859 | 
| Reference:
             | 
[2] J. A. Goguen: The fuzzy Tychonoff theorem.J. Math. Anal. Appl. 43 (1973), 734-742. Zbl 0278.54003, MR 0341365 | 
| Reference:
             | 
[3] R. Lowen: Fuzzy topological spaces and fuzzy compactness.J. Math. Anal. Appl. 56 (1976), 621-633. Zbl 0342.54003, MR 0440482 | 
| Reference:
             | 
[4] K. D. Magill: A survey of semigroups of continuous selfmaps.Semigroup Forum 11 (1975/76), 189-282. MR 0393330 | 
| Reference:
             | 
[5] B.I. Plotkin: Algebra of automata: some problems.Vestnik MGU Ser. Math. Mech. 4 (1980), 96 (in Russian). | 
| Reference:
             | 
[6] A. Pultr, V. Trnková: Combinatorial, algebraic and topological representation of groups, semi- groups and categories.Prague 1980. | 
| Reference:
             | 
[7] S. E. Rodabaugh: A categorical accommodation of various notions of fuzzy topology.Fuzzy Sets Syst. 9 (1983), 241-265. Zbl 0527.54005, MR 0691797 | 
| Reference:
             | 
[8] S. E. Rodabaugh: A point-set lattice-theoretic framework T for topology which contains LOC as a subcategory of singlelon spaces....Preprint, February 1986, Youngstown State University Youngs- town, Ohio. | 
| Reference:
             | 
[9] Ye. M. Vechtomov: Problems of definability of topological spaces by algebraic systems of continuous functions.Pogi Nauki i Techn., Ser. Algebra, Topology, Geometry 28 (1990), 3-46. | 
| . |