- All Journals
- Al-Qadisiyah University
- Basrah University
- Kirkuk University
- Mosul University
- The Iraqi Borad for Medical Specialization
- University of Anbar
- University of Technology
- Al Mustafa University
- Al-Zahraa University for Women
- Alnoor University
- Kunooz University
- Misan University
- Ninevah University
- Tikrit University
- University of Al-Hamdaniya
- University of Kerbala
ON BINDING EXTENSION | ||
| journal of kerbala university | ||
| Article 1, Volume 3, Issue 4, 2007, Pages 205-208 PDF (0 K) | ||
| Abstract | ||
| In this paper , we show that: there exist two integers u,v such that , for every relation R with cardinality greater than or equal to u , there exist v elements of the base, such that the restriction of R to its base with these v elements removed respects the embedding inequalities in the Bi's (Bi's be a finite relations ), and has an extension of arbitrary large cardinality not respecting the non-embedding inqualities in the Ai's where A¬1 ,… Ah be a finite set of finite relations with common arity . | ||
|
Statistics Article View: 22 PDF Download: 25 |
||