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Poisson's most important works were a series of papers on definite integrals and his advances in Fourier series.
Originally forced to study medicine, Poisson began to study mathematics in 1798 at the École Polytechnique. His teachers Laplace and Lagrange were to become friends for life. A memoir on finite differences, written when Poisson was 18, attracted the attention of Legendre.
Poisson taught at École Polytechnique from 1802 until 1808 when he became an astronomer at Bureau des Longitudes. In 1809 he was appointed to the chair of pure mathematics in the newly opened Faculté des Sciences.
His most important works were a series of papers on definite integrals and his advances in Fourier series. This work was the foundation of later work in this area by Dirichlet and Riemann.
In Recherchés sur la probabilité des jugements... , an important work on probability published in 1837, the Poisson distribution first appeared. The Poisson distribution describes the probability that a random event will occur in a time or space interval under the conditions that the probability of the event occurring is very small, but the number of trials is very large so that the event actually occurs a few times.
He published between 300 and 400 mathematical works including applications to electricity and magnetism, and astronomy. His Traité de mécanique published in 1811 and again in 1833 was the standard work on mechanics for many years.
His name is attached to a wide area of ideas, for example:- Poisson's integral, Poisson's equation in potential theory, Poisson brackets in differential equations, Poisson's ratio in elasticity, and Poisson's constant in electricity.
References elsewhere in this archive:
Tell me about Poisson's part in the life of Évariste Galois
Tell me about Poisson's work on general relativity
References:
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