Any prime number p where 2p 1 is also prime.

Sophie germain meaning. Her successes were all the more remarkable in light of the fact that she was largely self-taught and practiced at the fringes of a mathematical establishment largely closed to women at that time. She came from a wealthy family and was educated at home. Her theory of surface vibrations brought her the prestigious Paris Academy of Sciences Prize in 1816 the first ever won by a woman.

Among the achievements of Sophie Germains career was her attempt at a proof of Fermats Last Theorem. We enshrine and attempt to forgive that principle under the banner of Institutional Inertia but the fact remains that very decent individuals have when given the power to act in concert caused a great amount of pain in the history of science with few examples as consistently pathetic as the ignored pleas of mathematician Sophie Germain 1776-1831 to have somebody anybody from Parisian academic circles acknowledge her theories publicly or even provide feedback privately. Meet extraordinary women who dared to bring gender equality and other issues to the forefront.

A prime number p is called a Sophie prime number if 2p1 is also a prime number. A Sophie Germain Prime is a prime number that satisfy the following property. What does germain-sophie mean.

When you multiply it by 2 and then add 1 you get another prime number. Her researches into number theory in part. Thinking critically and creatively is an essential part of a mathematicians job and Germain was able to do it better than most.

What does sophie-germain-prime mean. Application to a Special Diophantine Equation This section is dedicated to the proof of the following theorem. Marie-Sophie Germain was born on April 1 1776 in Paris France.

Sophie Germain in full Marie-Sophie Germain born April 1 1776 Paris Francedied June 27 1831 Paris French mathematician who contributed notably to the study of acoustics elasticity and the theory of numbers. A Sophie Germain surface Mean Curvature. She studied acoustics the science of sound and number theory an advanced branch of arithmetic at a time when women were not allowed to study mathematics.