Source: wikibot/principalization-algebra
= Principalization (algebra)
{wiki=Principalization_(algebra)}
Principalization in algebra generally refers to a process in the context of commutative algebra, particularly when dealing with ideals in a ring. The term can be understood in two primary scenarios: 1. **Principal Ideals**: In the context of rings, an ideal is said to be principal if it can be generated by a single element.