Hamiltonian Cycle within Extended OTIS-Arrangement network

In this paper we propose "the construction of a Hamiltonian cycle in" the Extended OTIS-Arrangement network. The Extended-OTIS-Arrangement network "has many attractive topological properties Including regular degree, semantic structure, low diameter, and ability to embed graphs and cycles". "As constructing a Hamiltonian cycle" is one of the important advantages for any topology due to the importance of broadcast messages between different nodes. The "main contribution of this paper is to propose" the Hamiltonian Cycle algorithm which will make the paper more realistic as realistic candidate for HSPC topology. Throughout the paper we present an algorithm which constructs "a Hamiltonian cycle in the extended" OTIS-Arrangement interconnection network. Besides highlighting "on the topological properties of the extended OTIS"-Arrangement we have introduced detailed examples to show how a Hamiltonian cycle is constructed.