120 



CATALOGUE. MATHEMATICS, CURVES. 



Lacroix Tralte des differences. 4. Par. 1800. 

 R.I. 



Brinkley. Ir. tr. VII. See Series. 



Carnoton the infinitesimal calculus, by Dick- 

 son. Ph. M. VIII. 222. 



Variations of Triangles. See Trigono- 

 metry. 



PARTICULAR FLUENTS. 



Simpson on the fluents of polynomials. Ph. 



tr. 1748.328. 

 Table of Fluents. Emerson's fluxions. 75. 

 Landen on fluents expressed by arcs. Ph. tr. 



1771. 298. 

 Vince on finding fluents by continuation. 



Ph. tr. 1786.432. 



PROPERTIES OF CURVES. 



Problematis de curva alias secante solutio 

 generalis. Ph. tr. 1710. XXVI. 399- 



Cotesii logometria. Ph. tr. 1714. XXIX. 5. 



Coteni harmonia niensurarum, a Smith. 4. 

 Cambr. 1722. R. I. 

 Extr. Ph. tr. 1722. XXXII. 139- 



Taylor on the Leibnitzian problem of a curve 

 cutting others. Ph.tr. 1717- XXX. 695. 



Maclaurindecurvarum constructione et men- 

 sura. Ph. tr. 1718. XXX. 803. 



IVlaclaurin methodus describendi curvas. Ph. 

 tr. 1718. XXX. 934. 



*Jliiac/a«n'Kgeometriaorganica. 4. 1720. R.L 

 Extr. Ph. tr. 1720. XXXI. 38. 



Maclaurin's further remarks on the descrip- 

 tion of curves. Ph. tr. 1735. XXXIX. 143. 



Solutio problematis de curvis inveniendis. 

 Ph.tr. 1722. XXXII.. 106- 



Brackenridge on describing curves by inter- 

 sections. Ph. tr. 1735. XXXIX. 25. 



Emerson's cyclomathesis. V- 



Goudin sur les courbes. 4. Par. 1800. R. I. 



TANGENTS OP CURVES, 



Apollonius on tangencies. See Geometry, 

 Wallis's method of tangents. Ph. tr. 1672. 



VII. 4010. 

 Slusius's mode of drawing tangents. Ph. tr. 



1672. VII. 5143. 1673. VIII. 6059. 

 Dultonus de curvarura tangentibus. Ph. tr. 



1703. XXIII. 1333. 



CURVATURE. 



KrafTt on curves which are their own evo- 

 lutes. C. Petr. II. 216. 



Euler on curves similar to theif evolutes. C. 

 Petr. XII. 3. 



Riccati on determining curves from the ra- 

 dius of curvature. C.Bon. II. iii. 159- 



Landerbeck Methodus inveniendi curvas e 

 variatione curvaturae. Ph. tr. 1783. 456. 

 1784.477. 



QUADRATURE OF CURVES. 



JD. Gregory de dimensione figurarum. 



Extr. Ph. tr. 1684. XIV. 730. 

 Wallis on a quadrable portion of a spherical 



surface. Ph. tr. 1697. XVII. 584. 

 Wallis on easy measurements of figures. Ph. 



tr. 1700. XXII. 1597. 

 Gregory on a quadrable portion of a surface. 



Ph. tr. 1694. XVIII. 25. 

 Craig Methodus figurarum quadraturas de- 



terminandi. London, 1685. 



Extr. Ph. tr. I686. XVI. 185. 



Addition by Craig. 186. 

 Craig de quadraturis. Ph. tr. 1694. XVIII, 



113. 1697. XIX. 708,785. 

 Craig Specimen methodi quadraturaruni. 



Ph. tr. 1705. XXIII. 1346. 

 Demoivre's method of quadrature and reduc- 

 tion. Ph. tr. 1702. XXII. 1113, 



