- Sakarya Üniversitesi Fen Bilimleri Enstitüsü Dergisi
- Vol: 22 Issue: 6
- A Sequence Bounded Above by the Lucas Numbers
A Sequence Bounded Above by the Lucas Numbers
Authors : Ali Aydoğdu, Engin Özkan, Aykut Göçer
Pages : 1853-1856
Doi:10.16984/saufenbilder.443551
View : 15 | Download : 10
Publication Date : 2018-12-01
Article Type : Other
Abstract :In this work, we consider the sequence whose n th term is the number of h -vectors of length n . The set of integer vectors E ( n ) is introduced. For, n >= 2, the cardinality of E ( n ) is the n th Lucas number L n is showed. The relation between the set of h -vectors L ( n ) and the set of integer vectors E ( n ) is given.Keywords : Cardinality, h-vectors, Hilbert function, Lucas Numbers