What occupations did Sophie Germain have?
Sophie Germain, in full Marie-Sophie Germain, (born April 1, 1776, Paris, France—died June 27, 1831, Paris), French mathematician who contributed notably to the study of acoustics, elasticity, and the theory of numbers.
What is Sophie Germain identity?
An identity named after the famous french mathematician Sophie Germain (1776 – 1831) is a useful tool for math olympians: a^{4} + 4b^{4} = (a^{2}+2b^{2}-2ab)(a^{2}+2b^{2}+2ab). Here’s a problem that is easily solved with Sophie Germain’s identity: Is 2015^{4}+4^{2015} prime?
Did Sophie Germain attend college?
École Polytechnique
Sophie Germain/College
Germain never formally attended any school or gained a degree during her entire life, but she was allowed to read lecture notes circulated in the Ecole Polytechnique. She passed in her papers under the pseudonym “Le Blanc.”
How many siblings does Sophie Germain have?
Marie-Madeline Germain
Angelique-Ambroise Germain
Sophie Germain/Siblings
What was Sophie Germain famous for as a mathematician?
Fast Facts: Sophie Germain. Known For: French mathematician, physicist, and philosopher specializing in elasticity theory and number theory. Also Known As: Marie-Sophie Germain. Born: April 1, 1776, in Rue Saint-Denis, Paris, France. Died: June 27, 1831, in Paris, France. Education: École Polytechnique.
What is Sophie Germains mathematical accomplishment?
Germain’s most significant work in number theory involves the proof for the famous Fermat’s Last Theorem (1637), a proof which was divided into two separate cases, the first case for all odd primes less than 100.
What was Sophie Germain accomplishment?
Sophie Germain, in full Marie-Sophie Germain, (born April 1, 1776, Paris, France-died June 27, 1831, Paris), French mathematician who contributed notably to the study of acoustics, elasticity, and the theory of numbers .
What is Sophie Germain’s identity?
Sophie Germain was a wholly self-taught mathematical genius who began her career pretending to be a man, because the social conventions of her time prevented women from following intellectual careers. Her theory of surface vibrations brought her the prestigious Paris Academy of Sciences Prize in 1816, the first ever won by a woman.