Jewish Alliance for Women in Science

Helping Women Enter Careers Related to Science and Medicine

Welcome

Recent Forum Posts

by Tziporah
over a year ago

by Dr. B.
over a year ago

by JAWScience
over a year ago

by JAWScience
over a year ago

JAWS Highlighted Feature

Visit **Mentors' Round Table **to** **read our interviews of women in the fields of science and health. These are women of varying levels of experience and backgrounds, brought to the table to answer your questions about everything from work-life balance to financial management. Read on, be inspired, and leave them (and us!) a comment!

Newest Interviews: Ecologist, MD Student 1 (2nd year) , MD Student 2 (2nd year) , Optometry Student and Speech Pathologist

Check back soon! More to come!

Recent Videos

Recent Photos

Newest Members

JAWS Partner Sites

* Source:* SDSC presents Emmy Noether, Creative Mathematical Genius with italicized portions from Wikipedia's Emmy Noether. More Emmy Noether links are listed below.

*As Nathan Jacobson says in his Introduction to Noether's *__Collected Papers__,

The development of abstract algebra, which is one of the most distinctive innovations of twentieth century mathematics, is largely due to her – in published papers, in lectures, and in personal influence on her contemporaries.

It might be that Emmy Noether was designed for mathematical greatness. Her father Max was a math professor at the University of Erlangen. Scholarship was in her family; two of her three brothers became scientists as well. Emmy would surpass them all. Ultimately Max would become best known as Emmy Noether's father.

Amalie Emmy Noether spent an average childhood learning the arts that were expected of upper middle class girls. Girls were not allowed to attend the college preparatory schools. Instead, she went to a general "finishing school," and in 1900 was certified to teach English and French. But rather than teaching, she pursued a university education in mathematics.

She audited classes at Erlangen as one of two women among thousands of men, then took the entrance exam. She entered the University of Göttingen in 1903, again as an auditor, and transferred back to Erlangen in 1904 when the university finally let women enroll. She received her mathematics Ph.D. in 1907.

Noether worked at the Mathematical Institute of Erlangen, without pay or title, from 1908 to 1915. It was during this time that she collaborated with the algebraist Ernst Otto Fischer and started work on the more general, theoretical algebra for which she would later be recognized. She also worked with the prominent mathematicians Hermann Minkowski, Felix Klein, and David Hilbert, whom she had met at Göttingen. In 1915 she joined the Mathematical Institute in Göttingen and started working with Klein and Hilbert on Einstein's general relativity theory. In 1918 she proved two theorems that were basic for both general relativity and elementary particle physics. One is still known as "Noether's Theorem."

But she still could not join the faculty at Göttingen University because of her gender. Noether was only allowed to lecture under Hilbert's name, as his assistant. Hilbert and Albert Einstein interceded for her, and in 1919 she obtained her permission to lecture, although still without a salary. In 1922 she became an "associate professor without tenure" and began to receive a small salary. Her status did not change while she remained at Göttingen, owing not only to prejudices against women, but also because she was a Jew, a Social Democrat, and a pacifist.*

During the 1920s Noether did foundational work on abstract algebra, working in group theory, ring theory, group representations, and number theory. Her mathematics would be very useful for physicists and crystallographers, but it was controversial then. There was debate whether mathematics should be conceptual and abstract (intuitionist) or more physically based and applied (constructionist). Noether's conceptual approach to algebra led to a body of principles unifying algebra, geometry, linear algebra, topology, and logic.

In 1928-29 she was a visiting professor at the University of Moscow. In 1930, she taught at Frankfurt. The International Mathematical Congress in Zurich asked her to give a plenary lecture in 1932, and in the same year she was awarded the prestigious Ackermann-Teubner Memorial Prize in mathematics.

Nevertheless, in April 1933 she was denied permission to teach by the Nazi government. It was too dangerous for her to stay in Germany, and in September she accepted a guest professorship at Bryn Mawr College.

*At Bryn Mawr, Noether met and befriended Anna Wheeler, who had studied at Göttingen just before Noether arrived there. Another source of support at the college was the Bryn Mawr president, Marion Edwards Park, who enthusiastically invited mathematicians in the area to "see Dr. Noether in action!" ^{[49]} Noether and a small team of students worked quickly through van der Waerden's 1930 book *

*In 1934, Noether began lecturing at the Institute for Advanced Study in Princeton upon the invitation of Abraham Flexner and Oswald Veblen. She also worked with and supervised Abraham Albert and Harry Vandiver. ^{[51]} However, she remarked about Princeton University^{[52]}*

Emmy Noether died on April 14, 1935, from complications following surgery. Her ideas about the abstract and conceptual approach of mathematics have been spread throughout the mathematics world by her students, her admirers, and many others who had personal contact with her. In the judgment of many, she is the greatest algebraist of the twentieth century. [Last paragraph from JWA article cited below]

__To learn more about Emmy Noether:__

Albert Einstein's NYTimes obituary for Emmy Noether titled: Professor Einstein Writes in Appreciation of a Fellow-Mathematician

Extensive Wikipedia article on the personal life and mathematical achievements of Emmy Noether.

Jewish Women's Archive (JWA) on Emmy Noether by Lane Saunders Mac

In honor of Emmy Noether, the Association for Women in Mathematics (AWM) annually presents the Noether Lectures to honor women who have made fundamental and sustained contributions to the mathematical sciences .