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'''Nicolas Bernoulli''' (1687–1759) was a Swiss mathematician of the [[Bernoulli family]] who posed the [[St. Petersburg Paradox]] in 1713, setting in motion the chain of inquiry that led his cousin [[Daniel Bernoulli]] to develop the concept of expected utility. Nicolas was trained in law and mathematics, and his correspondence with the French probabilist Pierre Rémond de Montmort helped establish probability theory as a rigorous mathematical discipline. He also made contributions to differential equations and the geometry of curves, but his most enduring influence was the paradox that exposed the gap between expected monetary value and human rationality. Nicolas Bernoulli's work illustrates how the [[Bernoulli family]] functioned as an intellectual network: ideas were proposed, refined, and resolved through familial collaboration and rivalry, producing insights that no individual working in isolation could have achieved. The St. Petersburg Paradox remains a foundational text in decision theory, economics, and the philosophy of probability, demonstrating that the most important advances in mathematics often begin not with solutions but with well-posed questions.

[[Category:Mathematics]] [[Category:Probability]] [[Category:Economics]]