Abstract
Let đŸđŸ be a field, đžđž is a directed graph. Let đŽđŽ~ is a directed line graph. Suppose that đđ[đđ] is a class of Chen simple module for the Leavitt path algebra (đżđżđŸđŸ (đžđž)), with [p] being equivalent classes containing an infinite path. An infinite path p is an infinite sequence from the sides of a graph. In this paper it will be shown that đđ[đđ]is not a prime module of the Leavitt path algebra for graph đŽđŽâ .Keywords : Leavitt path algebra, Graph đŽđŽ~, Chen simple modules, Prime modules
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