Publication «Methodus facilis inveniendi integrale hujus formulae ∫ (dx/x)(xn+p - 2xncosζ + xn-p)/(x2n - 2xncosθ + 1), casu quo post integrationem ponitur vel x = 1 vel x = ∞»

Year of publishing:
1788
Place of publication:
Petropolis
Pages:
22
Publication Language:
Latin
Scientific topics
  • 27.23.17 Differential and integral calculus
Full text:
Bibliographic Description:
Эйлер, Леонард. Methodus facilis inveniendi integrale hujus formulae ∫ (dx/x)(xn+p - 2xncosζ + xn-p)/(x2n - 2xncosθ + 1), casu quo post integrationem ponitur vel x = 1 vel x = ∞ = [An easy method for finding the integral of the formula ∫ (dx/x)(xn+p - 2xncosζ + xn-p)/(x2n - 2xncosθ + 1) in the case in which after integration it is put from x = 1 to x = ∞] / Auctore L. Eulero // Nova Acta Academiae Scientiarum Imperialis Petropolitanae. - Petropolis, 1788. - T. 3 (1785). – C. 3–24.