Abstract
We investigate quivers obtained from exponent matrices which are Latin squares. One of the aspects of ring theory is the study of ring properties using graph theory. Each tiled order is completely determined by its exponent matrix and discrete valuation ring. Many properties of these rings are completely determined by their exponent matrices and quivers of these rings in particular. This paper continues the study of exponent matrices. It is devoted to research of exponent matrices that are Latin squares and their quivers.
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