Embedding of generalized Fibonacci cubes in hypercubes with faulty nodes
Feng-Shr Jiang, Shi-Jinn Horng, Tzong‐Wann Kao · IEEE Transactions on Parallel and Distributed Systems · 1997
The generalized Fibonacci cubes (abbreviated to GFCs) were recently proposed as a class of interconnection topologies, which cover a spectrum ranging from regular graphs such as the hypercube to semiregular graphs such as the second order Fibonacci cube. It has been shown that the kth order GFC of dimension n+k is equivalent to an n-cube for 0/spl les/n