In this paper, we define the equitable associate signed graph E (Σ) of a given signed graph Σ
and offer a structural characterization of equitable associate signed graphs. In the sequel …

Radial Signed Graphs Page 1 International J.Math. Combin. Vol.4(2016), 128-134 Radial
Signed Graphs P.Siva Kota Reddy (Department of Mathematics, Siddaganga Institute of …

In this note, we study minimal dominating signed graphs and obtain struc-tural
characterization of minimal dominating signed graphs. Further, we characterize signed …

A signed graph (marked graph) is an ordered pair S=(G, σ)(S=(G, µ)), where G=(V, E) is a
graph called the underlying graph of S and σ: E→{+,−}(µ: V→{+,−}) is a function. The …

‎ In this paper‎,‎ we define the common minimal common neighborhood‎‎ dominating signed
graph (or common minimal $ CN $-dominating signed‎‎ graph) of a given signed graph and …

In this paper, we define the common minimal equitable dominating signed graph of a given
signed graph and offer a structural characterization of common minimal equitable …

‎ Let $ G=(V‎,‎ E) $ be a graph‎.‎ By\emph {directional labeling (or‎‎ d-labeling)} of an edge $ x=
uv $ of $ G $ by an ordered $ n $-tuple‎‎ $(a_1, a_2,\dots, a_n) $‎,‎ we mean a labeling of the …

In this paper, we define the equitable signed graph of a given signed graph and offer a
structural characterization of equitable signed graphs. In the sequel, we also obtained …

In this paper, we define the minimal equitable dominating signed graph of a given signed
graph and offer a structural characterization of minimal equitable dominating signed graphs …

In this paper, we obtained the following switching equivalence characterizations: N (Σ)∼
CMD (Σ), CMD (Σ)∼ MD (Σ) and MD (Σ)∼ L (Σ), where N (Σ), CMD (Σ), MD (Σ) and L (Σ) are …