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Integral signs of convergence of series
Slyusarchuk Vasyl Yukhimovych 1
1 Department of Higher Mathematics, National University of Water and Environmental Engineering, Rivne, 33028, Ukraine
Keywords: іntegral signs, convergence of series
Abstract

We obtain a new integral test for convergence of series.

References

[1] Fikhtenholtz G.M. Differential and integral calculus, Vol. 2. - M: Nauka, 1966. - 800 p.

[2] Daletsky Y.L., Krein M.G. Stability of solutions of differential equations in Banach space. - M: Nauka, 1970. - 535 p.

[3] Slyusarchuk V.Y. General theorems on the convergence of numerical series - Rivne: RSTU Publishing House, 2001. - 240 p.

[4] Slyusarchuk V.Y. Operator analog of d'Alembert's sign // Mathematics today '09. - Kyiv: Osvita Ukrainy Publishing House, 2009. - №  15. - P. 101-115.

[5] Slyusarchuk V.Y. Operator analog of the Cauchy sign // Mat. Studies. - 2010. - 33, №  1. - P. 97-100.

[6] Slyusarchuk V.Y. Operator analog of Bertrand's sign // Mat. Studies. - 2011. - 35, №  2. - P. 181- 195.

Cite
ACS Style
Slyusarchuk , V.Y. Integral signs of convergence of series. Bukovinian Mathematical Journal. 2016, 2
AMA Style
Slyusarchuk VY. Integral signs of convergence of series. Bukovinian Mathematical Journal. 2016; 2(2-3).
Chicago/Turabian Style
Vasyl Yukhimovych Slyusarchuk . 2016. "Integral signs of convergence of series". Bukovinian Mathematical Journal. 2 no. 2-3.
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