Bernhard Riemann
17 September 1826 – 20 July 1866
Bernhard Riemann (1826-1866) was a German mathematician whose work in analysis, number theory, and differential geometry reshaped mathematics. His 1854 habilitation lecture founded Riemannian geometry, later essential to general relativity, and his 1859 paper on the distribution of prime numbers posed the still-unsolved Riemann hypothesis.
Lived at the same time
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Life events
Riemann was born the son of a Lutheran pastor in the village of Breselenz.
Source: en.wikipedia.orgHe began studying theology at his father's wish but soon switched to mathematics, attending lectures by Gauss.
Source: en.wikipedia.orgRiemann spent two years in Berlin, learning from Jacobi, Dirichlet, Steiner, and Eisenstein.
Source: en.wikipedia.orgHis dissertation, supervised by Gauss, introduced Riemann surfaces and laid foundations of complex analysis.
Source: en.wikipedia.orgHis lecture 'On the Hypotheses which lie at the Bases of Geometry' introduced the concept of curved n-dimensional spaces.
Source: en.wikipedia.orgRiemann succeeded Dirichlet as head of the mathematics department at Gottingen and was elected to the Berlin Academy of Sciences the same year.
Source: en.wikipedia.orgIn 'On the Number of Primes Less Than a Given Magnitude' he connected the zeta function to prime distribution and posed his famous conjecture.
Source: en.wikipedia.orgSuffering from tuberculosis, Riemann made several extended stays in Italy in his final years.
Source: en.wikipedia.orgRiemann married Elise Koch, a friend of his sister; the couple had a daughter, Ida.
Source: en.wikipedia.orgRiemann died of tuberculosis at the age of 39 during his third journey to Italy.
Source: en.wikipedia.org