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See also: German jurist and politician, was See also: born at See also: Konigsberg, in Prussia, on the loth of See also: November 181o, of Jewish parentage
.
After the usual course at the gymnasium of his native See also: town, he entered its university in 1826 as a student of See also: jurisprudence, and specially of See also: Roman See also: law
.
He continued 'his studies at Berlin and See also: Bonn, and, having graduated See also: doctor See also: juris, attended lectures at the Ecole de Droit in See also: Paris
.
Returning to Konigsberg in 1831 he established himself as a Privatdozent in Roman law, becoming two years later extraordinary, and in 1836 ordinary, professor in that faculty at the university
.
Like many other distinguished German jurists, •pari passu with his professorial activity, Simson followed the judicial branch of the legal profession, and, passing rapidly through the subordinate stages of auscultator and assessor, became adviser (See also: Rath) to the Landgericht in 1846
.
In this See also: year he stood for the See also: representation of Konigsberg in the See also: National See also: Assembly at See also: Frankfort-on-See also: Main, and on his election was immediately appointed secretary, and in the course of the same year became successively its See also: vice-president and president
.
In his capacity of president he appeared, on 3rd See also: April 1849, in Berlin at the See also: head of a deputation of the Frankfort parliament to announce to See also: King
See also: Frederick See also: William IV. his election as German Emperor by the representatives of the
See also: people
.
The king, either apprehensive of a rupture with See also: Austria, or fearing detriment to the prerogatives of the Prussian See also: crown should he
he laboured
.
His next publications were A See also: Treatise on the Nature and See also: Laws of Chance (1740); Essays on Several Curious and Useful • Subjects in Speculative and Mixed Mathematicks (1740) ; The See also: Doctrine of Annuities and Reversions deduced from General and Evident Principles (1942); and Mathematical See also: Dissertations on a Variety of See also: Physical and See also: Analytical Subjects (1743)
.
Soon after the publication of his Essays he was chosen a member of the Royal See also: Academy at See also: Stockholm; in 1743 he was appointed professor of See also: mathematics in the Royal Military Academy at See also: Woolwich; and in 1745 he was admitted a See also: fellow of the Royal Society of See also: London
.
In 1745 he published A Treatise of Algebra, with an appendix containing the construction of geometrical problems, and in 1747 the Elements of See also: Plane See also: Geometry
.
The latter See also: book, unlike many others with the same title, is not an edition of See also: Euclid's Elements, but, an See also: independent treatise, and the solutions of problems contained in it (and in the appendix to the Algebra as well) are in general exceedingly ingenious
.
In his Trigonometry, Plane and Spherical, with the Construction and Application of Logarithms, which appeared in 1948, there is a tolerablySee also: uniform use of contractions for the words sine, tangent, &c., prefixed to the See also: symbol of the angle
.
The Doctrine and Application of Fluxions (1750) was more comprehensive than his earlier See also: work on the same subject and was so different that he wished it to be considered as a new book and not as a second 'edition of the former
.
In 1752 appeared Select Exercises for See also: Young Proficients in the Mathematicks, and in 1757 his See also: Miscellaneous Tracts on Some Curious and Very Interesting Subjects in See also: Mechanics, Physical Astronomy and Speculative Mathematics, the last and perhaps the greatest of all his See also: works
.
From the year 1735 he had been a frequent contributor to the Ladies' See also: Diary, an See also: annual publication partly devoted to the solution of mathematical problems, and from 1754 till 176o inclusive he was the editor of it
.
He died at Market See also: Bosworth
on the 14th of May 1761
.
See See also: Charles Hutton, Mathematical and Philosophical
See also: Dictionary (1815)
.
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