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Emmy Noether showed at an early age his capacity for the English and French language, but she decided to continue studying mathematics at the University of Erlanger-Nuremberg.
Emmy Noether made very important contributions to the theory of invariants and number bodies.  Her work on the differential invariants in calculus of variations, created the socalled Noether theorem.
She did works that changed the face of the abstract algebra

Transformed the theory of ideals of the conmutative rings.
She also published her main works on nonconmutative algebras and hypercomplex numbers and joined the theory of the representation of groups with the theory of modules and ideals.

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She was a German mathematician , with Jewish ascentry.She was born on March 23, 1882.Her father was the mathematician, Max Noether and her mother was Ida Amalia Kaufmann. Emmy was the
first-born of four brothers.
She died from a cyst in the ovary, on April 14, 1935.

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Emmy made advances in theoretical physics and modern algebra because she loved mathematics and since she was a child, she solved math problems.

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Abstract algebra (1920-1926)
Phisics (she proved in lais did not publish until 1918)
Elimination theory (1923-1924)
Galois theory (1913)
Invariant theory of finite groups (1915)

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Emmy Noether was born in Erlangen, Germany; and died in Bryn Mawr, Lower Merion Township, Pennsylvania, United States.
Amalie had Jewish descent. She studied mathematics at the University of Erlangen-Nuremberg.