Bipanconnectivity of Cartesian product networks
You Lu, Jun‐Ming Xu · 2010
This paper is concerned with the bipanconnectivity of Cartesian product networks. It provides sufficient conditions for a Cartesian product network to be bipanconnected and uses this general result to re-prove existing results as regards the k-ary n-cube, due to Stewart and Xiang and to Hsieh and Lin, as well as to extend these results to multidimensional toroidal meshes.