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Total number of records: 72
Top 10: Subject
Top 10: People and organisations
People and organisations | Count |
---|---|
Newton, Isaac, 1642-1727 | 11 |
Newton, Isaac (1642-1727) | 10 |
Ferguson, James (1710-1776) | 5 |
Gravesande, Willem Jacob Van'S (1688-1742) | 5 |
Keill, John (1671-1721) | 5 |
Wilkins, John (1614-1672) | 5 |
Motte, Andrew (1734) | 4 |
Whiston, William (1667-1752) | 4 |
Atwood, G (1746-1807) | 3 |
Huygens, Christiaan, 1629-1695 | 3 |
The mathematical principles of natural philosophy (v.1)
Newton, Isaac (1642-1727); Machin, John (1751); Motte, Andrew (1734)
1729
Title of v. 2 reads: The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English.
The mathematical principles of natural philosophy (v.2)
Newton, Isaac (1642-1727); Machin, John (1751); Motte, Andrew (1734)
1729
Title of v. 2 reads: The mathematical principles of natural philosophy. By Sir Isaac Newton. Translated into English.
Philosophiæ naturalis principia mathematica
Newton, Isaac (1642-1727)
1687
Signatures: [A]-Z⁴, (H2 lettered G2), Aa-Zz⁴, ***⁴, Aaa-Ooo⁴. The second and third books were apparently printed by different printers as indicated by the different type in the headings and ...
Principes mathématiques de la philosophie naturelle (v.1)
Newton, Isaac (1642-1727); Clairaut, Alexis Claude (1713-1765); Du Châtelet, Gabrielle Émilie Le Tonnelier de Breteuil marquise (1706-1749)
1759
"... Revue par M. Clairaut." --Avertissement de l'éditeur. "Preface historique" by Voltaire: v. 1, p. [v]-xiii. Anonymous, by Sir I. Newton, translated with a commentary by Du Châtellet. A "pref...
Principes mathématiques de la philosophie naturelle (v.2)
Newton, Isaac (1642-1727); Clairaut, Alexis Claude (1713-1765); Du Châtelet, Gabrielle Émilie Le Tonnelier de Breteuil marquise (1706-1749)
1759
"... Revue par M. Clairaut." --Avertissement de l'éditeur. "Preface historique" by Voltaire: v. 1, p. [v]-xiii. Anonymous, by Sir I. Newton, translated with a commentary by Du Châtellet. A "pref...
A treatise of the mechanical powers : wherein the laws of motion, and the properties of those powers are explained and demonstrated in an easy and familiar method. Being the substance of certain discourses delivered at the geometry-lecture, at Gresham-College
Motte, Andrew (1734)
1733
Text preceded by unanswered catchword "OF" after list of contents on leaf A4v, although nothing appears to be missing.
Philosophiæ naturalis principia mathematica
Newton, Isaac (1642-1727); Cotes, Roger (1682-1716)
1714
Reprinted, according to the corrigenda, from the 2d edition, Cambridge, 1713, with re-engraved woodcuts and plate. Cf. Gray, G.J. Bibl. of the works of Sir Isaac Newton. 1907. Edited, with preface, ...
Le mechaniche dell'illustriss. sig Guido Ubaldo de'Marchesi del Monte
Monte, Guido Ubaldo marchese de (1545-1607); Pigafetta, Filippo (1533-1604)
1615
Mathematical magick: or, The wonders that may by performed by mechanichal [sic] geometry : in two books, concerning mechanical powers [and] motions, being one of the most easie, pleasant, useful (and yet most neglected) parts of mathematicks, not before treated of in this language
Wilkins, John (1614-1672)
1680
Wing (2nd ed.) W2200.
R.P. Pauli Casati, Placentini, Societ. Jesu, Mechanicorum libri octo : in quibus uno eodemque principio vectis vires physicè explicantur & geometricè demonstrantur, atque machinarum omnis generis componendarum methodus proponitur
Casati, Paolo (1617-1707)
1684
Half title: R.P. Pauli Casati Mechanica.
An essay at the mechanism of the macrocosm, or, The dependance of effects upon their causes : in a new hypothesis... in which are solved several phænomena ... as the cause of gravitation, motion, reflexion, refraction, &c. ; with a method proposed to find out the exact rate that a ship runs, and consequently the longitude at sea
Purshall, Conyers
1705
Title within ruled border. Describes many of R. Boyle's experiments, as well as, Newton's theories of tides and optics.