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Name | John Pell |
---|---|
Image width | 300px |
Caption | John Pell (1611-1685). |
Birth date | March 01, 1611 |
Birth place | Southwick, Sussex, England |
Death date | December 12, 1685 |
Death place | Westminster, London, England |
Residence | England |
Nationality | English |
Field | Mathematician and linguist |
Work institutions | University of Amsterdam |
Alma mater | Trinity College, Cambridge |
Doctoral students | William Brereton |
Known for | Pell's equation Pell number |
Influences | Henry Briggs |
Religion | Anglican |
Footnotes | He was the brother of Thomas Pell |
Pell spent much of the 1630s working under Hartlib's influence, on a variety of topics in the area of pedagogy, encyclopedism and pansophy, combinatorics and the legacy of Trithemius. By 1638 he had formulated a proposal for a universal language. In mathematics, he concentrated on expanding the scope of algebra in the theory of equations, and on mathematical tables. As part of a joint lobbying effort with Hartlib to find himself support to continue as a researcher, he had his short Idea of Mathematics printed in October 1638.
Pell moved in 1646, on the invitation of Frederick Henry, Prince of Orange, to Breda, and remained there until 1652.
From 1654 to 1658 Pell acted as Oliver Cromwell's political agent to the Protestant cantons of Switzerland; he co-operated with Samuel Morland at Geneva. A mathematical pupil and disciple there, from 1657, was Johann Heinrich Rahn, known as Rhonius. Rahn is credited with the invention of the division sign ÷ (obelus); it has also been attributed to Pell, who taught Rahn a three-column spreadsheet-style technique of tabulation of calculations, and acted as editor for Rahn's 1659 book Teutsche Algebra in which it appeared. This book by Rahn also contained what would become known as the "Pell equation". Diophantine equations was a favorite subject with Pell; he lectured on them at Amsterdam. He is now best remembered, if perhaps erroneously, for the indeterminate equation
:
which is known as Pell's equation. This problem was in fact proposed by Pierre de Fermat first to Bernard Frénicle de Bessy, and in 1657 to all mathematicians. Pell's connection with the problem is through Rahn. It consisted of the publication of the solutions of John Wallis and Lord Brouncker, in his edition of Thomas Branker's Translation of Rhonius's Algebra (1668); added to his earlier editorial contributions, whatever they were, to the 1659 algebra book written by Rahn (i.e. Rhonius). This new edition of what was essentially Rahn's work, by Pell, included a great deal of additional material on number theory, amounting to a reply to the 1657 book Exercitationes mathematicae by Frans van Schooten. It is also notable for its inclusion of a Table of Incomposits, an early large factor table.
His chief works are:
The Idea was a short manifesto. It made three suggestions: a mathematical encyclopedia and bibliography; a complete mathematics research library and collection of instruments, with state sponsorship; and a three-volume comprehensive set of mathematical textbooks, able to convey the state of the art to any scholar.
Category:1611 births Category:1685 deaths Category:17th-century mathematicians Category:British mathematicians Category:17th-century English people Category:Fellows of the Royal Society Category:Number theorists Category:Old Westminsters Category:Alumni of Trinity College, Cambridge Category:People from Fobbing Category:People from Southwick, West Sussex
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