Sophie Germain, the renowned French mathematician, did not have any known pets. Her life was largely dedicated to her studies and contributions to mathematics, particularly in number theory and elasticity. While personal details about her life are limited, there is no historical record of her owning pets.
You will have to ask him that - but is it actually any of your business.
no she did not have a job
Yes it's worth 1 million dollars!
Not technically. She and her husband consider their miniature Schnauzer, Sophie, their daughter.
a mahamation
yes 1 i beleive it was with michal jackson
Sophie Germain, the renowned French mathematician, did not have any known pets. Her life was largely dedicated to her studies and contributions to mathematics, particularly in number theory and elasticity. While personal details about her life are limited, there is no historical record of her owning pets.
Yes she did she had one child and it was a girl but during her absence for 5 months she was found dead in a pool
No She did not go to school either. In 1794 no females were allowed to attend the Ecolé Polytechnic in Paris and she learned by obtaining the notes of male students who did attend.
Germain never formally attended any school. She was allowed to read lecture notes from the Ecole Polytechnique. (only allows boys) she had written a paper, said it was from a guy , the teacher like it and let her hear the lecture notes. ak baby
The same jobs as any other country.
if there is any other jobs that has something to do with a doctor i think it is a nurse
While Sophie Germain has been best known today for her work on elasticity, she made important contributions to number theory as well. Sophie Germain's claim to number theoretic fame rests on a footnote in Legendre's Théorie des Nombres, crediting her with what is known today as Sophie Germain's Theorem, the first general result toward a proof of Fermat's Last Theorem. She used it to prove Case I of Fermat's Last Theorem for all prime exponents less than 100, and today her methods have been generalized to apply to an infinite number of exponents. Germain, however, never published her theorem, describing it instead in correspondence with Legendre and Gauss; it was detailed by Legendre when he published his own solution for exponent five. It has been generally assumed that she was the junior partner in a collaboration with Legendre. However, a reevaluation of her manuscripts, and her correspondence with Legendre and Gauss ("Voice ce que j'ai trouvé:"), indicates otherwise. Not only did she develop the general version of her theorem independently, but she also deserves credit for vast additional work on Fermat's Last Theorem, much of it previously attributed to Legendre. See our submitted preprint "Voici ce que j'ai trouve'': Sophie Germain's Grand Plan to Prove Fermat's Last Theorem for all the newly discovered details of Germain's work on Fermat's Last Theorem. Some of her original writings were also presented in translation in our book Mathematical Expeditions: Chronicles by the Explorers. We would like to find more of the Legendre-Germain correspondence, and would welcome any knowledge of its existence.
The same jobs they have in any other modern country.
yes
no