Artemas Martin [1879] Note on the differentiation exponential and trigonometrical functions. A. 6, 23-24.

Brown D.-W. [1897] An attempt at a synthetical demonstration of the primary problems of the differential calculus. J.F.I. 144, 348-366.
JFM 28.0245.02

Cayley A. [1859] Sur quelques formules pour la différentiation. A.D.M. 2, 214-231.

Clark J.-G. [1883] Differentiation of $F(X)= log(X)$. A. 10, 57.

Clintock E.-Mc. [1879] An essay on the calculus of an enlargement. A.J.M. 2, 101-161.
JFM 11.0196.02

Clintock E.-Mc. [1895] Theorems in calculus of enlargement. A.J.M. 17, 69-80.
JFM 26.0312.01

Clinton Whitlock G. [1859] On a transformation of the derivative of any power of a vriable (M. M. R., 2, 287-289; 1859-1860). M.M.R. 2, 287-289.

Colombier P.-A.-G. [1862] Différences et dérivées d'un ordre quelconque des deux fonctions circulaires $sin(a x + b), cos(ax + b)$ (Cf. N. A., t. IX, p. 29). N.A. 1, 11-15.
Article

Echols W.-H. [1896] On the fundamental problem of the differential calculus (A. of M., 11, 61-63; 1896-1897). A.ofM. 11, 61-63.
JFM 27.0224.02

Ficklin J. [1878] To find the differential of a variable quantity without the use of infinitesimals or limits. A. 5, 177-178.
JFM 10.0198.02