- Sprache
-
Englisch
- Umfang
-
XXXIV, 219 S
- Anmerkungen
-
Electronic reproduction. Göttingen : Göttinger Digitalisierungszentrum, 2008. TIFF, Vers.6.0, 600 dpi, 1 bit (s/w), ITU group 4; Digitalisierungsvorlage: Primärausgabe. (Mathematik Massendigitalisierung)
By Robert Woodhouse
- Standort
-
Nds. Staats- und Universitätsbibliothek Göttingen (DE-7)
Urheber
Erschienen
Cambridge : UP , 1803 -
- Letzte Aktualisierung
-
12.01.2024, 10:07 MEZ
Objekttyp
- Monografie
Beteiligte
Entstanden
- Cambridge : UP , 1803 -
Ähnliche Objekte (12)
A Treatise on Isoperimetrical Problems, and the Calculus of Variations
Integral calculus. Expanded form for the function of a multinomial. Reversion of Series. Convergency of series.
Preface. Method intended to be followed in present treatise. Principle of motion. Theory of limits. Carnot's theory.
Theory of contact of curves. Determination of tangents. Circle of curvature. Measure of velocity determined. Rectification of curves.
True cause of the benefit conferred on science by the invention of fluxions. Theory of limits considered. Explanation of the theory of limits.
Examination of the process by which the form for o is obtained. Vanishing franctions considered. Rule for finding the value of vanishing franctions.
Contents.
Corrections.
Signification of symbols. Rule for multiplication. Explanation fo symbol D. Symbolical language.
Chapter VI.
Preface. Table of the Foreign, and the corresponding English Notation.
Chapter IV.
A Treatise on Isoperimetrical Problems, and the Calculus of Variations
Integral calculus. Expanded form for the function of a multinomial. Reversion of Series. Convergency of series.
Preface. Method intended to be followed in present treatise. Principle of motion. Theory of limits. Carnot's theory.
Theory of contact of curves. Determination of tangents. Circle of curvature. Measure of velocity determined. Rectification of curves.
True cause of the benefit conferred on science by the invention of fluxions. Theory of limits considered. Explanation of the theory of limits.
Examination of the process by which the form for o is obtained. Vanishing franctions considered. Rule for finding the value of vanishing franctions.
Contents.
Corrections.
Signification of symbols. Rule for multiplication. Explanation fo symbol D. Symbolical language.
Chapter VI.
Preface. Table of the Foreign, and the corresponding English Notation.
Chapter IV.
A Treatise on Isoperimetrical Problems, and the Calculus of Variations
Integral calculus. Expanded form for the function of a multinomial. Reversion of Series. Convergency of series.
Preface. Method intended to be followed in present treatise. Principle of motion. Theory of limits. Carnot's theory.
Theory of contact of curves. Determination of tangents. Circle of curvature. Measure of velocity determined. Rectification of curves.
True cause of the benefit conferred on science by the invention of fluxions. Theory of limits considered. Explanation of the theory of limits.
Examination of the process by which the form for o is obtained. Vanishing franctions considered. Rule for finding the value of vanishing franctions.
Contents.
Corrections.
Signification of symbols. Rule for multiplication. Explanation fo symbol D. Symbolical language.
Chapter VI.
Preface. Table of the Foreign, and the corresponding English Notation.