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Sep 19, 2017 · Marie-Sophie Germain nació el día 1 de abril de 1776, en la calle de Saint Denis de París. Fue la segunda hija del matrimonio entre Marie-Madelaine Gruguelin y Ambroise-François Germain, un burgués cultivado y liberal, que participó activamente en la Revolución francesa y fue elegido diputado de los Tiers-État en la Asamblea ...
Jun 14, 2017 · In other words, “safe primes” are always related to Sophie Germain Primes in this way. Indeed, a “safe prime” is defined as: Safe Prime = (2 × Sophie Germain Prime) + 1. Safe primes are fundamental in the field of cryptography, which means that the Sophie Germain Primes form the foundation that underlies today’s security systems.
Jun 27, 2018 · Germain, Sophie. ( b. Paris, France, 1 April 1776; d. Paris, 27 June 1831) mathemtics. Sophie Germain, France’s greatest female mathematician prior to the present ear, was the the daugther of Ambroise-François Germain and Marie-Madeleine Gruguelu. Her father was for a time deputy to the State-General (later the Constituent Assembly ).
Sophie never married, lived at home all her life, and pursued her mathematical studies with what her recent biographers term "limitless passion and devotion." Her first biographer, an Italian mathematician named Libri, is the source of two stories told about Germain that seem to frame her personality.
Mar 11, 2018 · Sophie Germain, la extraordinaria matemática francesa que tuvo que mentir para que la tomaran en serio (y la ciencia se lo agradece) Margarita Rodríguez BBC Mundo
Dec 1, 2021 · Biografía. Marie-Sophie Germain, nacida en París el 1 de abril de 1776, sigue siendo considerada un icono del movimiento feminista ya que se afianzó en el campo de las Matemáticas en un momento en el que, en el ámbito científico, aún existía una estricta discriminación sexual. Perteneciente a una rica familia de comerciantes liberales ...
Sophie Germain (1776-1831) is the rst woman known who managed to make great strides in mathematics, especially in number theory, despite her lack of any formal training or instruction. She is best known for one particular theorem that aimed at proving the rst case of Fermats Last
