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In 1900, after finishing school, Emmy Noether decided to attend university in Erlangen – but as girls were not trained to prepare for the entrance exam, she had to spend 3 years preparing for the exam independently #Noethember #sciart #scicomm
Mathematician Emmy Noether was born on March 23, 1882. She ade fundamental contributions to maths and physics. Here are 30 facts of her life, from the Drawing Challenge #Noethember https://t.co/YYhowXDx61 #emmynoether #sciart #scicomm
Emmy Noether was so passionate about mathematics she would discuss it with students anywhere from the woods outside of campus to cafes in town
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In 1932 Emmy Noether received the Ackermann–Teubner Memorial Award
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Es ist wieder Zeit für ein #noethember Bild. Heute habe ich ein Portrait von David Hilbert für euch - er hat Emmy Noether nach Göttingen eingeladen, um dort Privatdozentin zu werden.
Just by asking QUESTIONS Emmy Noether helped shape Algebraic Topology as we know it!
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Noether extended Hilbert's theorem to representations of a finite group over any field
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Fun one today to mark Emmy Noether’s contribution to physics
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Noether worked with Helmut Hasse and others to found the theory of central simple algebras.
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Noether sometimes used postcards to discuss abstract algebra with her colleague, Ernst Fischer.
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After Emmy Noether left Germany she began lecturing at the Institute for Advanced Study in Princeton. However, she remarked about Princeton University that she was not welcome at "the men's university, where nothing female is admitted"
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Emmy Noether was a visiting professor at Moscow State University, invited by Pavel Alexandrov... where she taught a course in ALGEBRAIC GEOMETRY!!!
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Emmy Noether started teaching at the University of Göttingen, where at first she did not have an official position and was not paid. Her lectures were often advertised under Hilbert's name.
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Emmy Noether completed her PhD at the University of Erlangen in 1907
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Emmy Noether’s Father and brother were also mathematicians
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Emmy Noether was part of the group that first defined left and right ideals this invention is at the heart of non-commutative geometry
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The invariant subring of a polynomial ring was a scary thing before Emmy Noether came around
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