Uniform McCoy Module Class of Path Algebras of Type A n

Let [Formula: see text] be an algebra over a field K, and let mod[Formula: see text] denote the category of right [Formula: see text]modules. This paper introduces the conception of a uniform McCoy module pair. We show that if two objects of [Formula: see text] is a uniform McCoy module pair, then their direct sum is a McCoy module. Furthermore, let [Formula: see text] be a quiver of type [Formula: see text]. We determine all indecomposable McCoy modules of the path algebra [Formula: see text] a