Volume - 13 | Issue-1
Volume - 13 | Issue-1
Volume - 13 | Issue-1
Volume - 13 | Issue-1
Volume - 13 | Issue-1
The minimum cardinality of a connected circular resolving set in a graph G is its connected circular metric dimension of G and is denoted by 〖cdim〗_c (G). The connected circular metric dimension of some standard graphs are determined. Some general properties satisfies by this concept are studied. Connected graphs of order n≥3 with connected circular metric dimension 1 are characterized. Necessary condition for the connected circular metric dimension to be n-1 is given.