## E657 -- Supplementum ad dissertationem praecedentem circa integrationem vormulae $$\int \frac{z^{m-1}\,\partial z}{1-z^n}$$ casu quo ponitur $$z = v(\cos\phi+\sqrt{-1} \sin\phi)$$

(A supplement to the preceding dissertation about the integration of the formula $$\displaystyle \int \frac{z^{m-1}\,\partial z}{1-z^n}$$ in the case where $$z = v(\cos\phi+\sqrt{-1} \sin\phi)$$)

Summary:

The presentation date is unkown, possibly March 20, 1777 (see the previous treatise).

Publication:
• Originally published in Nova Acta Academiae Scientarum Imperialis Petropolitinae 7, 1793, pp. 134-148
• Opera Omnia: Series 1, Volume 19, pp. 45 - 62
Documents Available:
• Original Document: E657