Abstract :
Let G be the family of all c-connected (c=4 or 5) polyhedral supergraphs G of a given connected planar graph H where the mimimum vertex degree of G is 5. Let R(H) denote the maximum face size of H. We have proved for all non-empty families G: In the case R(H)
Keywords :
Restricted vertex degree , Light subgraph , 4-connected planar graph
Journal title :
Discrete Mathematics
Journal title :
Discrete Mathematics