The hypercube is one of the best model for the network topology of a distributed system. In this paper we determine the cube polynomial of Extended Fibonacci Cubes, which is the counting polynomial for the number of induced 
-dimensional hypercubes in Extended Fibonacci Cubes.
About the cube polynomial of Extended Fibonacci Cubes
Zelina, Ioana, Hajdu-Măcelaru, Mara and Ţicală, Cristina
Full PDF
creative_2018_27_1_95_100Additional Information
| Author(s) | Hajdu-Măcelaru, Mara, Țicală, Cristina, Zelina, Ioana |
|---|
Recently posted
-
Reciprocal distance spectrum of Indu-Bala product of graphs
-
Some classes of distance spaces as generalized metric spaces: terminology, mappings, fixed points and applications in Theoretical Informatics
-
Uniqueness of Shift Polynomials and Derivative Sharing Polynomial
-
Diffeomorphic embedding of Higher-dimensional Hilbert Manifolds into Hilbert spaces
-
Approximating fixed points of the SP*-iteration for generalized nonexpansive mappings in CAT(0) spaces
-
Leverage Centrality in Corona Product of Cycle with some Graphs
-
Some new results on WS-algebras
-
On Duo Γ-semihyperrings
-
Comparative Study of Different Vacation Schemes in an Inventory System with Production and Multiple Servers
-
Isomorphism of Line Graph and Common Neighbourhood Graph