@misc{Aram_H._Gharibyan_On,
 author={Aram H. Gharibyan and Petrosyan, Petros},
 howpublished={online},
 publisher={Изд-во НАН РА},
 abstract={A 2-partition of a graph G is a function f : V (G) ! fWhite;Blackg. A 2-partition f of a graph G is locally-balanced with an open neighborhood if for every v € V (G), ││\{u € NG(v): f(u) =Whitegj\}│-│\{u € NG(v): f(u) = Black\}││≤ 1, where NG(v) = fu 2 V (G): uv 2 E(G)g. A 2-partition f0 of a graph G is locallybalanced with a closed neighborhood if for every v € V(G), ││\{u € NG[v]: f0(u) =White\}│-│\{u € NG[v] : f(u) = Black\}││ ≤ 1, where NG[v] = NG(v) u [v\}. In this paper we give necessary and su±cient conditions for the existence of locally-balanced 2-partitions of complete multipartite graphs.},
 type={Հոդված},
 title={On Locally-Balanced 2-Partitions of Complete Multipartite Graphs},
 keywords={Mathematics, Graph theory},
}