29 results filtered with: Calculus - Early works to 1800
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The doctrine of fluxions, founded on Sir Isaac Newton's method, published by himself in his tract upon the quadrature of curves. By James Hodgson, F.R.S. late master of the Royal Mathematical-school in Christ's Hospital.
Hodgson, James, 1672-1755.Date: MDCCLVIII. [1758]- Books
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The doctrine of fluxions, founded on Sir Isaac Newton's method, published by himself in his tract upon the quadrature of curves. By James Hodgson, F. R. S. And Master of the Royal Mathematical-School in Christ-Hospital.
Hodgson, James, 1672-1755.Date: MDCCXXXVI. [1736]- Books
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An introduction to the doctrine of fluxions. Revised by several gentlemen well skill'd in the mathematics.
Rowe, John (Mathematician)Date: M.XCC.LI[i.e.1751]- Books
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A vindication of the Miscellanea analytica: In answer to a late pamphlet entitled Observations, &c.
Wilson, John, active 18th century.Date: M.DCC.LX. [1760]- Books
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Sir Isaac Newton's two treatises of the quadrature of curves, and Analysis by Equations of an infinite Number of Terms, explained: containing The Treatises themselves, translated into English, with a large Commentary; in which the Demonstrations are supplied where wanting, the Doctrine illustrated, and the whole accommodated to the Capacities of Beginners, for whom it is chiefly designed. By John Stewart, A. M. Professor of Mathematicks in the Marishal College and University of Aberdeen.
Newton, Isaac, 1642-1727.Date: M.DCC.XLV. [1745]- Books
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Truth triumphant: or, fluxions for the ladies. Shewing the cause to be before the effect, and different from it; that space is not speed, nor magnitude motion. With A Philosophic Vision, Most humbly dedicated to his Illustrious, High, and Serene Excellence, The Sun. For the Information of the Public, by X, Y, and Z, who are not of the Family of x, y, z, but near Relations of x', y', and z'.
X.Date: M.DCC.LII. [1752]- Books
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Four propositions, &c. shewing, not only, that the distance of the sun, as attempted to be determined from the theory of gravity, by a late author, is, upon his own principles, erroneous; But also, That it is more than probable this Capital Question Can never be satisfactorily answered by any Calculus of the Kind.
Date: MDCCLXIX. [1769]- Books
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The catechism of the author of The minute philosopher fully answer'd. By J. Walton.
Walton, Jacob, -1743.Date: 1735- Books
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Fluxionum methodus inversa; sive quantitatum fluentium leges generaliores. Ad celeberrimum virum, Archibaldum Pitcarnium, medicum Edinburgensem. A Georgio Cheynæo, M.D. & R.S.S.
Cheyne, George, 1671-1743.Date: MDCCIII. [1703]- Books
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The method of fluxions applied to a select number of useful problems: together with the demonstration of Mr. Cotes's forms of fluents in the second part of his Logometria; the analysis of the problems in his Scholium generale; and an explanation of the principal propositions of Sir Isaac Newton's philosophy. By Nicholas Saunderson, LL.D. Late Professor of Mathematics in the University of Cambridge. Illustrated with twelve copper plates.
Saunderson, Nicholas, 1682-1739.Date: MDCCLVI. [1756]- Books
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The doctrine of fluxions: not only explaining the elements thereof, but also its application and use in the several parts of mathematics and natural philosophy.
Emerson, William, 1701-1782.Date: MDCCXLIII. [1743]- Books
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Corrigenda et addenda ad Analysin fluxionum.
Hales, William, 1747-1831.Date: [1800?]- Books
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An introduction to the doctrine of fluxions. By John Rowe.
Rowe, John (Mathematician)Date: MDCCLXII. [1762]- Books
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A vindication of Sir Isaac Newton's Principles of fluxions, against the objections contained in The analyst. By J. Walton.
Walton, Jacob, -1743.Date: [1735]- Books
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An introduction to the doctrine of fluxions. With thirteen copper-plates. By John Rowe.
Rowe, John (Mathematician)Date: M.DCC.LXVII. [1767]- Books
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The catechism of the author of The minute philosopher fully answer'd. By J. Walton.
Walton, Jacob, -1743.Date: 1735- Books
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An introduction to the doctrine of fluxions, and defence of the mathematicians against the objections of the author of the Analyst, so far as they are designed to affect their general Methods of Reasoning.
Date: MDCCXXXVI. [1736]- Books
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A treatise of fluxions. In two books. By Colin Maclaurin, A. M. Professor of Mathematics in the University of Edinburgh, and Fellow of the Royal Society.
Maclaurin, Colin, 1698-1746.Date: MDCCXLII. [1742]- Books
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An introduction to the doctrine of fluxions. By John Rowe.
Rowe, John (Mathematician)Date: M.DCC.LVII. [1757]- Books
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A discourse concerning the nature and certainty of Sir Isaac Newton's Methods of fluxions, and of prime and ultimate ratios. By Benjamin Robins, F.R.S.
Robins, Benjamin, 1707-1751.Date: MDCCXXXV. [1735]- Books
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The doctrine of fluxions: not only explaining the elements thereof, but also its application and use in the several parts of mathematics and natural philosophy.
Emerson, William, 1701-1782.Date: MDCCLXVIII. [1768]- Books
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The method of fluxions and infinite series; with its application to the geometry of curve-lines. By the Inventor Sir Isaac Newton, Kt. Late President of the Royal Society. Translated from the author's Latin original not yet made publick. To which is subjoin'd, a perpetual comment upon the whole work, Consisting of Annotations, Illustrations, and Supplements, In order to make this Treatise A compleat Institution for the use of Learners. By John Colson, M.A. and F.R.S. Master of Sir Joseph Williamson's free Mathematical-School at Rochester.
Newton, Isaac, 1642-1727.Date: M.DCC.XXXVI. [1736]- Books
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The doctrine of fluxions: not only explaining the elements thereof, but also its application and use in the several parts of mathematics and natural philosophy.
Emerson, William, 1701-1782.Date: MDCCLVII. [1757]- Books
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An introduction to fluxions, designed for the use, and adapted to the capacities of beginners. By the Reverend F. Holliday, Vicar of West Markham and Bothamsall, Nott's.
Holliday, Francis, 1717-1787.Date: MDCCLXXVII. [1777]- Books
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De calculo fluentium libri duo. Quibus subjunguntur libri duo de optica analytica. Authore Johanne Craig.
Craig, John, -1731.Date: MDCCXVIII. [1718]