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See also: JOSEPH (1814–1897), See also: English mathe-
m4tician, was See also: born in See also: London on the 3rd of See also: September 1814
.
He went to school first at See also: Highgate and then at Liverpool, and in 1831 entered St See also: John's
See also: College, Cambridge
.
In his Tripos examination, which through illness he was prevented from taking till 1839, he was placed as second wrangler, but being a See also: Jew and unwilling to sign the See also: Thirty-nine Articles, he could not compete for one of the See also: Smith's prizes and was ineligible for a fellowship, nor could he even take a degree: this last, however, he obtained at Trinity College,
See also: Dublin, where religious restrictions were no longer in force
.
After leaving Cambridge he was appointed to the chair of natural philosophy at University College, London, where his friend A
.
De See also: Morgan was one of his colleagues, but he resigned in 184o in See also: order to become professor of See also: mathematics in the university of Virginia
.
There, however, he remained only six months, for certain views on See also: slavery, strongly held and injudiciously expressed, entailed unpleasant consequences, and necessitated his return to See also: England, where he obtained in 1844 the See also: post of See also: actuary to the Legal and Equitable See also: Life Assurance See also: Company
.
In the course of the ensuing ten years he published a large amount of See also: original See also: work, much of it dealing with the theory of invariants, which marked him as one of the foremost mathematicians of the See also: time
.
But he failed to obtain either of two posts—the professorships of mathematics at the Royal Military See also: Academy and of See also: geometry in Gresham College—for which he applied in 1854, though he was elected to the former in the following See also: year on the See also: death of his successful competitor
.
At See also: Woolwich he remained until 187o, and although he was not a See also: great success as an elementary teacher, that See also: period of his life was very See also: rich in mathematical work, which included remarkable advances in the theory of the See also: partition of numbers and further contributions to that of invariants, together with an important research which yielded a proof, hitherto lacking, of See also: Newton's See also: rule for the See also: discovery of imaginary roots for algebraical equations up to and including the fifth degree
.
In 1874 he produced several papers suggested by A
.
Peaucellier's discovery of the straight See also: line See also: link motion associated with his name, and he also invented the skew pentagraph
.
Three years later he was appointed professor of mathematics in the Johns See also: Hopkins University, Baltimore, stipulating for an See also: annual See also: salary of $5000, to be paid in gold
.
At Baltimore he gave an enormous impetus to the study of the higher mathematics in See also: America, and during the time he was there he contributed to the See also: American Journal of Mathematics, of which he was the first editor, no less than thirty papers, some of great length, dealing mainly with See also: modern algebra, the theory of numbers, theory of partitions and universal algebra
.
In 1883 he was chosen to succeed See also: Henry Smith in the Savilian chair of geometry at
See also: Oxford, and there he produced his theory of reciprocants, largely by the aid of his " method of infinitesimal variation." In 1893 loss of See also: health and failing eyesight obliged him to give up the active duties of his chair, and a deputy professor being appointed, he went to live in London, where he died on the 15th of See also: March 1899
.
Sylvester's work suffered from a certain lack of steadiness and method in his character
.
For long periods he was mathematically unproductive, but then sudden inspiration would come upon him and his ideas and theories poured forth far more quickly than he could record them
.
All the same his output of work was as large as it was valuable
.
The scope of his researches was described by Arthur
See also: Cayley, his friend and See also: fellow worker, in the following words: " They relate chiefly to finite analysis, and cover by their subjects a large See also: part of it—algebra, determinants, elimination, the theory of equations, partitions, tactic, the theory of forms, matrices, reciprocants, the Hamiltonian numbers, &c.; See also: analytical and pure geometry occupy a less prominent position; and See also: mechanics, See also: optics and astronomy are not absent." Sylvester was a See also: good linguist, and a diligent composer of verse, both in English and Latin, but the opinion he
cherished that his poems were on a level with his mathematical achievements has not met with general acceptance
.
The first See also: volume of his Collected Mathematical Papers, edited by H
.
F
.
See also: Baker, appeared in 1904
.
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