Magma medial

In algebra abstracte, un magma medial es un magma $(M;\ast )$ tal que $(v\ast w)\ast (x\ast y)=(v\ast x)\ast (w\ast y)$ pro omne $v,w,x,y\in M$.

Altere nomines

In loco de medial, se trova alsi abelian, alternation, bicommutative, bisymmetric, entropic, intercambio, surcommutative, o transposition.

Vide etiam

• Magma unipotente
• Magma zeropotente
• Tabella de leges algebric

Ligamines externe

• groupprops.subwiki.org/wiki/Medial_magma