Christian Goldbach


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Goldbach, Christian

 

Born Mar. 3, 1690, in Königs-berg, now Kaliningrad; died Nov. 20 (Dec. 1), 1764, in Moscow. Mathematician. Academician of the St. Petersburg Academy of Sciences (from 1725).

Goldbach graduated from the faculty of law of the University of Konigsberg and then became interested in mathematics. He moved to Russia in 1725. From 1725 to 1740 he held the post of conference secretary of the Academy of Sciences. In 1742 he transferred to the Collegium of Foreign Affairs and moved to Moscow. He maintained a regular correspondence with L. Euler (between 1729 and 1764), and in one of his letters (1742), Goldbach proposed to Euler a hypothesis that is now known under the name of the Goldbach problem. In the first volumes of Kommentarii Peterburgskoi AN, Goldbach published six papers, two of which dealt with differential equations and two. the most interesting, with infinite series.

REFERENCE

Iushkevich, A. P. Istoriia matematiki v Rossii do I9l7g. Moscow. 1968.
References in periodicals archive ?
The opinion of the mathematician Christian Goldbach, stated in correspondence with Euler in 1742, that every even number greater than 2 can be expressed as the sum of two primes, seems to be true in the sense that no one has ever found a counterexample (Boyer & Merzbach, 1989, p.
Fue formulada por primera vez en una carta que Christian Goldbach le escribio a Leonhard Euler el 7 de junio de 1742.
He wrote about it in a letter to Christian Goldbach.
A more famous conjecture regarding primes is the Goldbach Conjecture, named after Christian Goldbach (1690-1764), a German mathematician who later became Russia's foreign affair minister.
The Goldbach conjecture, devised by historian and mathematician Christian Goldbach in 1742, proposes that every even number is the sum of two primes; for example, 8 = 3 + 5.
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