Li Hsing (Li's theorem in mathematics)

Li Hsing’s theorem, also known as Li’s theorem, is a result in number theory that characterizes certain structures within algebraic objects called rings, specifically focusing on properties related to prime elements and factorization. It provides conditions under which these rings exhibit regularity in breaking down elements into prime components. In essence, Li’s theorem helps mathematicians understand how numbers or algebraic objects can be decomposed into simpler, indivisible parts, revealing fundamental insights into the structure and behavior of mathematical systems involving divisibility and factorization.