The word "abelianized" typically refers to the process of turning a mathematical object into an abelian group, which is a type of group where the order of the elements doesn't matter. There are several synonyms for "abelianized" that are commonly used in mathematical discourse. For example, one could say that the object was "commutativized," meaning that its operations now commute with one another. Another possible synonym is "abelianized," which emphasizes the object's new abelian structure. Other possible synonyms include "made abelian," "transformed into an abelian group," and "rendered commutative." All of these synonyms are useful for describing the process of turning a mathematical object into an abelian group, depending on the specific context and audience.