See also:- MARTIN (Martinus)
- MARTIN, BON LOUIS HENRI (1810-1883)
- MARTIN, CLAUD (1735-1800)
- MARTIN, FRANCOIS XAVIER (1762-1846)
- MARTIN, HOMER DODGE (1836-1897)
- MARTIN, JOHN (1789-1854)
- MARTIN, LUTHER (1748-1826)
- MARTIN, SIR THEODORE (1816-1909)
- MARTIN, SIR WILLIAM FANSHAWE (1801–1895)
- MARTIN, ST (c. 316-400)
- MARTIN, WILLIAM (1767-1810)
MARTIN EDUARD VON See also:SIMSON (1810-1899)
, See also:German jurist and politician, was See also:born at See also:Konigsberg, in See also: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 See also:Berlin and See also:Bonn, and, having graduated See also:doctor See also:juris, attended lectures at the Ecole de See also: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 See also:ordinary, See also:professor in that See also:faculty at the university
.
Like many other distinguished German jurists, •pari passu with his professorial activity, See also:Simson followed the judicial See also:branch of the legal profession, and, passing rapidly through the subordinate stages of auscultator and See also: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 See also:election was immediately appointed secretary, and in the course of the same year became successively its See also:vice-See also: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 See also:parliament to announce to See also:- KING
- KING (O. Eng. cyning, abbreviated into cyng, cing; cf. O. H. G. chun- kuning, chun- kunig, M.H.G. kiinic, kiinec, kiinc, Mod. Ger. Konig, O. Norse konungr, kongr, Swed. konung, kung)
- KING [OF OCKHAM], PETER KING, 1ST BARON (1669-1734)
- KING, CHARLES WILLIAM (1818-1888)
- KING, CLARENCE (1842–1901)
- KING, EDWARD (1612–1637)
- KING, EDWARD (1829–1910)
- KING, HENRY (1591-1669)
- KING, RUFUS (1755–1827)
- KING, THOMAS (1730–1805)
- KING, WILLIAM (1650-1729)
- KING, WILLIAM (1663–1712)
King See also:Frederick See also:- WILLIAM
- WILLIAM (1143-1214)
- WILLIAM (1227-1256)
- WILLIAM (1J33-1584)
- WILLIAM (A.S. Wilhelm, O. Norse Vilhidlmr; O. H. Ger. Willahelm, Willahalm, M. H. Ger. Willehelm, Willehalm, Mod.Ger. Wilhelm; Du. Willem; O. Fr. Villalme, Mod. Fr. Guillaume; from " will," Goth. vilja, and " helm," Goth. hilms, Old Norse hidlmr, meaning
- WILLIAM (c. 1130-C. 1190)
- WILLIAM, 13TH
William IV. his election as German See also: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 See also: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 See also: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 See also: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 See also: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 See also:Trigonometry, Plane and Spherical, with the Construction and Application of Logarithms, which appeared in 1948, there is a tolerably See also:uniform use of contractions for the words sine, tangent, &c., prefixed to the See also:symbol of the See also: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 See also: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 See also:solution of mathematical problems, and from 1754 till 176o inclusive he was the editor of it
.
He died at See also:Market See also:Bosworth
on the 14th of May 1761
.
See See also:Charles See also:Hutton, Mathematical and Philosophical See also:Dictionary (1815)
.
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