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See also: German astronomer and mathematician, was See also: born at Schulpforta on the 17th of See also: November 1790
.
At See also: Leipzig, See also: Gottingen and See also: Halle he studied for four years, ultimately devoting himself to See also: mathematics and astronomy
.
In 1815 he settled at Leipzig as privatdocent, and the next See also: year became extraordinary professor of astronomy in connexion with the university
.
Later he was chosen director of the university See also: observatory, which was erected (1818–1821) under his superintendence
.
In 1844 he was elected ordinary professor of higher See also: mechanics and astronomy, a position
which he held till his See also: death on the 26th of See also: September 1868
.
His See also: doctor's dissertation, De computandis occultationibus fixarum per See also: planet as (Leipzig, 1815), established his reputation as a theoretical astronomer
.
Die Hauptsatze der Astronomie (1836), Die Elemente der Mechanik See also: des Himmels (1843), may be noted amongst his other purely astronomical publications
.
Of more general See also: interest, however, are his labours in pure mathematics, which appear for the most See also: part in Crelle's Journal from 1828 to 1858
.
These papers are chiefly geometrical, many of them being developments and applications of the methods laid down in his See also: great See also: work, Der barycentrische Calcul (Leipzig, 1827), which, as the name implies, is based upon the properties of the mean point or centre of mass (see ALGEBRA: Universal)
.
This work abounds in suggestions and foreshadowings of some of the most striking discoveries in more See also: recent times—such, for example, as are contained in H
.
Grassmann's Ausdehnungslehre and See also: Sir W
.
R
.
See also: Hamilton's
See also: Quaternions
.
MSbius must be regarded as one of the leaders in the introduction of the powerful methods of See also: modern projective See also: geometry
.
His Gesammelten Werke have been published in four volumes at Leipzig (1885-1887)
.
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