an:00598114
Zbl 0807.20058
Kepka, Tom????
Ideals in selfdistributive groupoids
EN
Commentat. Math. Univ. Carol. 35, No. 1, 187-191 (1994).
00020060
1994
j
20N02 20M12
left distributive groupoids
Let \(G\) be a left distributive groupoid. Denote by \(P(G)\) the groupoid of all subsets of \(G\), and by \(R(G)\) the subgroupoid of \(P(G)\) generated by the element \(G\). Some technical results are proved from which it follows that \(R(G)\) is a medial, left distributive groupoid which is linearly ordered by inclusion; this ordering is stable.
J.Je??ek (Praha)