Day 171 · Jun 19
Poisson studied under Lagrange and Laplace and made fundamental contributions to probability and mathematical physics. The Poisson distribution models the number of rare events in a fixed time: if the average rate is λ, the probability of exactly k events is e^(−λ)λᵏ/k!. It models phone calls arriving at a switchboard, radioactive decays per minute, and emails per hour. The distribution was first applied to the number of Prussian soldiers kicked to death by horses per year — a grim but precise use of mathematics to find pattern in tragedy.
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