Skip Noether is ... the best girl mathematician who has ever lived; and the best girl scientist of any form now living, and a scholar at least on the plane of Madame Curie.
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The integers have supplemental Houses which don't generalize to all commutative rings. An essential example is the elemental theorem of arithmetic, which suggests that every positive integer could be factored uniquely into key quantities. Distinctive factorizations never usually exist in other rings, but Noether discovered a unique factorization theorem, now called the Lasker–Noether theorem, for your ideals of many rings.
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Feynman designed a widely applied pictorial illustration plan with the mathematical expressions describing the habits of subatomic particles, which afterwards grew to become known as Feynman diagrams.
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Noether's application for admission to the University of Erlangen and a few curricula vitae, two of which might be revealed in handwriting, with transcriptions. The very first of these is in Emmy Noether's personal handwriting.
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Many kinds of objects in summary algebra can satisfy chain conditions, and usually should they satisfy an ascending chain issue, They are really referred to as Noetherian in her honor. By definition, a Noetherian ring satisfies an ascending chain problem on its left and proper ideals, whereas a Noetherian team is outlined as a gaggle in which every strictly ascending chain of subgroups is finite.