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Noether is credited with basic ideas that resulted in the event of algebraic topology from the sooner combinatorial topology, exclusively, the idea of homology groups.
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In 1943, French mathematician Claude Chevalley coined the term, Noetherian ring, to explain this home.[one zero five] A major bring about wikipedia reference Noether's 1921 paper would be the Lasker–Noether theorem, which extends Lasker's theorem on the key decomposition of beliefs of polynomial rings to all Noetherian rings. The Lasker–Noether theorem you can look here is often considered like a generalization of the basic theorem of arithmetic which states that any constructive integer could be expressed as a product of primary quantities, and this decomposition is exclusive.