Cauchy¿s Cours d¿analyse

2. On real functions.
Robert E. Bradley, C. Edward Sandifer

3. On infinitely small and infinitely large quantities, and on the continuity of functions. Singular values of functions in various particular cases.
Robert E. Bradley, C. Edward Sandifer

4. On symmetric functions and alternating functions. The use of these functions for the solution of equations of the first degree in any number of unknowns. On homogeneous functions.
Robert E. Bradley, C. Edward Sandifer

5. Determination of integer functions, when a certain number of particular values are known. Applications.
Robert E. Bradley, C. Edward Sandifer

6. Determination of continuous functions of a single variable that satisfy certain conditions.
Robert E. Bradley, C. Edward Sandifer

7. On convergent and divergent series. Rules for the convergence of series. The summation of several convergent series.
Robert E. Bradley, C. Edward Sandifer

8. On imaginary expressions and their moduli.
Robert E. Bradley, C. Edward Sandifer

9. On imaginary functions and variables.
Robert E. Bradley, C. Edward Sandifer

10. On convergent and divergent imaginary series. Summation of some convergent imaginary series. Notations used to represent imaginary functions that we find by evaluating the sum of such series.
Robert E. Bradley, C. Edward Sandifer

11. On real or imaginary roots of algebraic equations for which the left-hand side is a rational and integer function of one variable. The solution of equations of this kind by algebra or trigonometry.
Robert E. Bradley, C. Edward Sandifer

12. Decomposition of rational fractions.
Robert E. Bradley, C. Edward Sandifer

13. On recurrent series.
Robert E. Bradley, C. Edward Sandifer

Keywords: Mathematics, History of Mathematics, Analysis