Differential Calculus Vol. I
Price, Bartholomew
GDML_Books, (1852), p.
EUDML-ID : urn:eudml:doc:202597 
@book{PPN588883468,
     title = {Differential Calculus Vol. I},
     series = {GDML\_Books},
     publisher = {UP},
     address = {Oxford},
     year = {1852},
     language = {en},
     url = {http://dml.mathdoc.fr/item/PPN588883468}
}

Price, Bartholomew. Differential Calculus Vol. I. GDML_Books (1852),  http://gdmltest.u-ga.fr/item/PPN588883468/

Sommaire

Preface. p. V
Analytical table of contents. p. XI
Corrections. p. XXVI
Infinitesimal Calculus. p. XXVII
Chapter I. General principles, and explanation of terms. p. 7
Chapter II. Construction of rules for the differentiation of functions. p. 47
Chapter III. Successi differentiation, and theorems depent on it. p. 80
Chapter IV. On the relations between functions and derived-functions, on which chertain applications of the calculus depend. p. 166
Chapter V. On the determination of the orders of infinitesimals, and the evaluation of quantites which for particular values of the variables assume the forms... p. 177
Chapter VI. On expansion of functions. p. 194
Chapter VII. On the determination of maxima and minima values of functions. p. 210
Chapter IX. On Geometry. p. 260
Chapter X. On properties of plane curves, as defined by equations referred to rectangular coordinates. p. 285
Chapter XI. On properties of plane curves, as defined by equations referred to polar coordinates. p. 345
Chapter XII. On curvature of plane curves. p. 368
Chapter VIII. On contact of curves and on evelopes. p. 398
Chapter XIV. application of the differential calculus to properties of curved surfaces. p. 432
Chapter XV. Application of the differential calculus to properties of curves in space. p. 444
Chapter XVI. On the general and partial-differential equations of surfaces, generated by lines moving according to given laws. p. 454
Chapter XVII. On curvature of curves in space, and on certain kindred affections. p. 481
Chapter XVIII. On the curvature of sections of curved surfaces. p. 506
Chapter XIX. On the calculus of operations. p. 532
Abb. 1 - 33. p. uncounted