E662 -- De vero valore formulae integralis \( \int \partial x \left(l\frac{1}{x}\right)^{\!n}\) a termino \(x = 0\) usque ad terminum \(x = 1\) extensae
(On the true value of the integral formula \( \displaystyle \int \partial x \left(l\frac{1}{x}\right)^{\!n}\) with the term extended from \(x = 0\) all the way to \(x = 1\))
Summary:
Publication:
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Originally published in Nova Acta Academiae Scientarum Imperialis Petropolitinae 8, 1894, pp. 15-31
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Opera Omnia: Series 1, Volume 19, pp. 63 - 83
Documents Available:
- Original Document: E662
- Alexander Aycock has made a draft translation into English, available online at Euler-Kreis Mainz.
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