@article {IOPORT.05883210,
    author       = {Singh, K.R. and Das, P.K.},
    title        = {On self-graphoidal graphs.},
    year         = {2010},
    journal      = {Thai Journal of Mathematics},
    volume       = {8},
    number       = {3},
    issn         = {1686-0209},
    pages        = {575-579},
    publisher    = {The Center for Promotion of Mathematical Research of Thailand, Mathematical Association of Thailand, Bangkok},
    abstract     = {Summary: A graph $H$ is called a graphoidal graph if there exists a graph $G$ and a graphoidal cover $\psi $ of $G$ such that $H \cong \Omega (G, \psi )$. A graph G is self-graphoidal if $G \cong \Omega (G, \psi )$ for some graphoidal cover $\psi $ of $G$. In this paper we study selfgraphoidal graph for different families of graphs.},
    identifier   = {05883210},
}