Record

Authorised form of nameGregory; David (c1661 - 1708); mathematician and astronomer
Other forms of surnameGregorie
Datesc1661 - 1708
NationalityScottish
British
Place of birthKinnairdie, Banffshire, Scotland, Europe
Date of birth24 June 1661
Place of deathThe Greyhound Inn, Maidenhead, Berkshire, England, United Kingdom, Europe
Date of death10 October 1708
DatesAndPlacesBurial:
Maidenhead churchyard, Berkshire, England, United Kingdom, Europe
OccupationMathematician
Research fieldMathematics
Astronomy
Optics
ActivityEducation:
Leyden (admitted 1679); Marischal College, Aberdeen; Edinburgh (MA 1683); incorporated at Oxford (from Balliol College (1692; BMed and DMed 1692)
Career:
Matheson Professor of Mathematics, Edinburgh (1683-1692); Savilian Professor of Astronomy, Oxford (1692-death); Mathematical Tutor to William, Duke of Gloucester (1699); one of the committee for preparing John Flamsteed's (FRS 1677) astronomical observations for the press (1704); friend of Isaac Newton (FRS 1672); died of consumption
Memberships:
Fellow of the Royal College of Physicians Edinburgh (Honorary) 1705
Membership categoryFellow
Date of election30/11/1692
ProposerSir Robert Southwell
Other Royal Society activityFrequent correspondent on mathematical matters;
Had some papers published in the 'Philosophical Transactions'
RelationshipsParents: David Gregorie and Jean Walker
Married: Elizabeth Oliphant
Additional relatives: uncle James Gregory (FRS 1668); cousin John Gregory (FRS 1756)
PublishedWorksRCN: 41952
RCN: 41951
RCN: 38455
RCN: 41953
RCN: 41955
OtherInfoThrough familial connections and his travels early in life, Gregory gained an insight into the knowledge of contemporary mathematicians and likely made the acquaintance of his uncle James Gregorie's (FRS 1668) friend John Collins (FRS 1667). He published his first mathematical work on geometry in 1684 and it was reviewed in the 'Philosophical Transactions'. He was also very impressed by Newton's (FRS 1672) 'Principia' and met him, Edmond Halley (FRS 1678), and John Flamsteed (FRS 1677) when he came to England following the revolution of 1688 and its effects in Scotland. It is thought that Newton's influence helped secure Gregory's appointment as Savilian Professor of Astronomy at Oxford. In his major work 'Astronomiae physicae et geometricae elementa' (1702), a textbook on astronomy, Gregory also integrated Newton's gravitational theories into his findings.
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SourceSources:
Bulloch's Roll; DNB; DSB; ODNB; MacTutor History of Mathematics archive
Authority:
Preferred name form from DNB and DSB.
References:
Bell, H E. 1961. 'The Savilian Professors' Houses and Halley's Observatory at Oxford', in Notes and Records, vol. 16, pp. 179-186
Cook, A. 2003. 'The end of the affair. The correspondence of John Flamsteed, the first Astronomer Royal, vol 3 (1703-1719) by E G Forbes, L Murdin and F Willmoth', in Notes and Records, vol. 57, pp. 113-116
Hall, A R. 1982-83. 'Further Newton Correspondence', in Notes and Records, vol. 37, pp. 7-34
Kirsanov, V S. 1992. 'The Earliest Copy in Russia of Newton's Principia: Is it David Gregory's Annotated Copy?', in Notes and Records, vol. 1992, pp. 203-218
Lawrence, P D and Molland, A G. 1970. 'David Gregory's Inaugural Lecture at Oxford', in Notes and Records, vol. 25, pp. 143-178
McGuire, J E and Rattansi, P M. 1966. 'Newton and the "Pipes of Pan"', in Notes and Records, vol. 21, pp. 108-143
Schaffer, S. 1989. 'The Glorious Revolution and Medicine in Britain and the Netherlands', in Notes and Records, vol. 43, pp. 167-190
Simms, D L and Hinckley, P L. 2001. 'David Gregory on Newton's burning mirror', in Notes and Records, vol. 55, pp. 185-190
Wightman, W P D. 1954-55. 'Aberdeen University and the Royal Society', in Notes and Records, vol. 11, pp. 145-158
Zinsser, J P. 2003. 'The ultimate commentary: a consideration of I Bernhard Cohen's Guide to Newton's Principia', in Notes and Records, vol. 57, pp. 231-238
Notes:
BR gives birth date as 1659 and DSB and ODNB give 3 June 1659; DNB and index to BR give preferred birth date of 24 June 1661.
Virtual International Authority Filehttp://viaf.org/viaf/6014298
CodeNA7998
Archives associated with this Fellow
RefNoTitleDate
IM/003267Newton, Sir IsaacSeptember 2002
IM/001776Gregory, David2001
CLP/22i/63Paper, Account of the book 'Euclidis quae supersunt omnia... [Euclid who survives all...]' by David Gregory28 July 1703
LBO/6/23Copy letter from David Gregory to Mr Collinsnd
MC/7/379Letter from John Gregory, 52 Green Street, Park Lane, to the Royal Society27 November 1866
CLP/1/24Paper, 'Responsio ad animadversiones ad Davidis Gregorii Catenariam' [Response to observations of David Gregory's catenary] by unknown author[1699]
CLP/1/24/3Diagram, triangle by unknown author[1699]
CLP/1/21/1Manuscript, 'Solutio problematis florentum' [Of the solution to the Florentine problem] by David Gregory in his letter to Edmond Halley1693
CLP/1/21/2Diagram, the Florentine problem by David Gregory in his letter to Edmond Halley1693
CLP/1/24/1Manuscript, 'Responsio ad animadversiones ad Davidis Gregorii Catenariam' [Response to observations of David Gregory's catenary] by unknown author[1699]
CLP/1/24/2Diagram, triangle by unknown artist[1699]
CLP/3ii/2/1Manuscript, 'De ratione temporis que grave labitur per rectam data duo puncta conjungentem, ad tempus bravissimum quo, vi gravitatis, transit ab horum uno ad alterum per arcum cycloidis' by [David] Gregory[1697]
MC/7Volume 7 of miscellaneous correspondence regarding business matters, sent to the Royal Society1864-1866
CLP/22i/40Paper, Account of 'Catoptricae et dioptricae sphaericae elementa [Elements of a catoptric and dioptric globe]' by David Gregory1695
CLP/3ii/2/2Diagram, angles of circle, semicircle, and triangle by [David Gregory][1697]
CLP/1/25Paper, 'De quadratura curvilinear' [On curved quadrature] by Archibald Pitcairne [and David Gregory?]7 September 1688
EL/G1/45Letter, from David Gregory to Edmond Halley, dated at Oxford11 January 1693
CLP/22i/61Paper, Account of 'Astronomiae physicae et geometricae elementa [Of the physical and geometrical elements of astronomy]' by David Gregory[1703]
CLP/1/21Paper, 'Solutio problematis florentum' [Of the solution to the Florentine problem] by David Gregory in his letter to Edmond Halley1693
CLP/3ii/2Paper, 'De ratione temporis que grave labitur per rectam data duo puncta conjungentem, ad tempus bravissimum quo, vi gravitatis, transit ab horum uno ad alterum per arcum cycloidis' by [David] Gregory[1697]
EL/G1/46Letter, from David Gregory to Hans Sloane, dated at Oxford12 October 1699
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