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The Newton-Leibniz Calculus Controversy

This timeline details the bitter dispute between Isaac Newton and Gottfried Wilhelm Leibniz over the invention of calculus. It highlights the key events and publications that fueled the controversy and its long-lasting impact on the scientific community.
Independent Development of Calculus
1660s-1670s
Both Newton and Leibniz independently developed their own versions of calculus. Newton's method of fluxions was developed earlier but remained largely unpublished. Leibniz's notation and approach, published later, proved more influential in the development of the field.
Leibniz Publishes "Nova Methodus"
1684
Leibniz published "Nova Methodus pro Maximis et Minimis", which presented his differential calculus. This was the first published account of calculus, using a notation that is still widely used today.
Initial Accusations of Plagiarism
Late 1690s
Rumors and indirect accusations of plagiarism began to circulate, with some suggesting that Leibniz had derived his calculus from Newton's unpublished work. However, direct confrontation was still absent.
Escalation of the Controversy
Early 1700s
The controversy escalated as supporters of Newton and Leibniz began to publicly defend their respective candidates. Accusations became more direct and personal.
Royal Society Investigation
1712
The Royal Society, under Newton's presidency, appointed a committee to investigate the priority dispute. The committee, unsurprisingly, concluded that Newton had invented calculus first. The impartiality of this investigation was widely questioned.
Publication of "Commercium Epistolicum"
1713
The Royal Society published the "Commercium Epistolicum", a collection of letters and documents intended to support Newton's claim of priority. The publication was heavily biased in Newton's favor and further inflamed the controversy.
Lasting Impact and Nationalistic Divide
Aftermath
The controversy created a deep rift between British and Continental mathematics for many years. British mathematicians largely adhered to Newton's notation and methods, while Continental mathematicians adopted Leibniz's. This slowed the development of mathematics in Britain for a significant period, and created an environment of scientific nationalism. Modern scholars generally recognize that both Newton and Leibniz independently developed calculus.