Early years as a mathematics professor at the Geneva Academy (1724)

Explore Gabriel Cramer's journey, from his education in Geneva to his European Grand Tour among the leading mathematicians of his day.


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The Euler–Cramer paradox: If nine points seem sufficient to determine a cubic curve, how can two distinct cubics also pass through those same nine points?

Among masters and peers alike, the marquise may have been unique for her sex, but she was not alone, as her many intellectual exchanges with the scholars of her time attest: Maupertuis, Clairaut, Euler, Kœnig, Johann II Bernoulli, Cramer, among many others.

The appendix to Gabriel Cramer's Introduction à l’analyse des lignes courbes algébriques contains the famous rule for solving systems of linear equations and Bézout's theorem.

Émilie du Châtelet is often presented as the translator of Newton and the woman who introduced Leibniz's and Wolff's thought to France. On that view, she would be no more than a translator and a popularizer. In reality, she is far more than that: she is above all a scholar and a philosopher.
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