@article{Yiarayong_2015, title={Some Basic Properties of Γ-Abel-Grassmann’s Groupoids}, volume={3}, url={https://www.ajouronline.com/index.php/AJAS/article/view/2170}, abstractNote={<p><strong><em>In this article we investigate some basic properties of newly discovered classes of Γ-AG-groupoids. We consider three classes that include Γ-AG<sup>*</sup>-groupoids, -middle nuclear square AG-groupoids, Γ-right nuclear square AG-groupoids and Γ-Bol<sup>*</sup>-AG-groupoids. We start with the following theorem that gives a relation between Γ-AG<sup>*</sup>-groupoids,  Γ-middle nuclear square and Γ- nuclear square. We investigate that every Γ-cancellative AG<sup>*</sup>-groupoid is Γ-transitively commutative AG-groupoid.</em></strong></p>}, number={1}, journal={Asian Journal of Applied Sciences}, author={Yiarayong, Pairote}, year={2015}, month={Feb.} }