"Abelian" is a property which groups (mathematical objects) may have. A group is "abelian" if its members commute under the group operation. Two things commute under a particular operation if the order of their combination is irrelevant. So operations like integer addition and multiplication are commutative, but matrix multiplication is not. Now maybe the group theory joke makes more sense: it's a lame pun on grape/group. (PS. Set theory is not the same things as group theory).
A*bel"i*an (#), A"bel*ite (#), A`bel*o"ni*an (#), n. Eccl. Hist.
One of a sect in Africa (4th century), mentioned by St. Augustine, who states that they married, but lived in continence, after the manner, as they pretended, of Abel.
© Webster 1913.
Log in or registerto write something here or to contact authors.