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I need four Bio’s on four dierent famous Math persons each at least 1 page and a little extra. Times new roman font with double spaced I have provided an example of how it should look as I have already completed one of them.
Annie Bush
Liberal Arts Mathematics I
MGF 1106
Internet Biography #1
Biographical summary on Emmy Noether
Born on March 23, 1882 in Bavaria Germany, according to
http://www.thefamouspeople.com/profiles/emmy-noether-507.php
Amalie Emmy Noether made quite a few influences in the wide range field of Mathematics. Ms. Noether’s accomplishments are very wide ranging and include her workings on group theory; number theory, group representations, algebra and ring theory which are greatly recognized not only here in the US, but worldwide. Amalie was the daughter of Max Noether, a mathematics professor who helped her create her passion for Math. Taking the path of her father, Noether decided to follow Mathematics after becoming certified her to teach English and French at schools for women in Bavaria, which was at that point in time was truly considered a challenging path for women. She enrolled in Mathematics classes for two years at the University of Erlangen subsequently after being granted permission from the German professors to attend such classes. After being granted permission she sored to her Doctorate degree and in 1907 she was awarded her most sought-after Ph. D in Mathematics.
Some of the most notable contributions from Ms. Noether took place between the time periods of 1907-1919. During this time she enthusiastically tackled the field of algebraic invariant theory, Galois Theory and Physics. Noether proved her worth to the male dominated field of Physics with her theorems known as ‘Noether’s Theorem’ which by the way is one of the most significant contributions in the development of modern physics. In her second most important time frame (1920-1926) Ms. Noether concentrated on the theory of mathematical rings. She developed the abstract and conceptual approach to algebra which turned out to be a breakthrough in abstract algebra. Her study founded on chain situations or conditions was built on the ideals of commutative rings which were respected by countless mathematicians all over the world. Although she accomplished much in the field of Mathematics her personal life was not as great as she was never married, but had many close friends who loved her. Ms. Noether had underwent surgery to eradicate a uterine tumor, but was later pronounced deceased of a post-operative infection in 1935. The world truly lost a great contributor of Math that year.
