Additional Information
| Author(s) | Belbachir, Hacene, Harik, Hakim, Pirzada, S. |
|---|
Determining Lucas identities by using Hosoya index
Belbachir, Hacène, Harik, Hakim and Pirzada, S.
Full PDF
creative_2017_26_2_145_151DOI: https://doi.org/10.37193/CMI.2017.02.04
We introduce a new identity of Lucas number by using the Hosoya index. As a consequence we give some properties of Lucas numbers and the extension of the work of Hillard and Windfeldt.
Recently posted
-
Fuzzy Noetherian Module
-
Simpson Type Tensorial Norm Inequalities for Continuous Functions of Selfadjoint Operators in Hilbert Spaces
-
Leverage Centrality on Barycentric Subdivision of Some Graphs
-
On Prime Ideal Space of a Partially Ordered Ternary Semigroup
-
Decomposition Of Intuitionistic Fuzzy Primary Ideals Of ℾ-Rings
-
On Tensor Product of c-Spaces
-
Hardy Spaces and Integral Means of Certain Integral Operators on Analytic Functions
-
Fusion frame and its alternative dual in tensor product of Hilbert spaces
-
Alternating quadratic and cubic series with the tail of ln 2
-
On a useful lemma that relates quasi-nonexpansive and demicontractive mappings in Hilbert spaces