Department of Mathematical Analysis and Probability Theory

Elena V. Ovcharenko

Scientific papers:

1. Virchenko N.O. On the generalized associated Legendre functions / N.O. Virchenko, O.V. Rumiantseva // Fractional Calculus and Applied Analysis. - 2008. - 11, № 2. - P. 175 - 185.

2. Virchenko N.O. (τ, β)-generalized Gaussian hypergeometric function and its application / N. Virchenko, O. Rumyantseva // Scientific news of "KPI". - 2008. - № 1. – P. 139 - 143. (In Ukrainian)

3. Virchenko N.O. On the generalized Gauss hypergeometric function and its application / N. Virchenko, O. Rumyantsev // Reports of NAS of Ukraine. - 2008. - № 4. - P. 12 - 19. (In Ukrainian)

4. Ovcharenko O.V. Asymptotic expansion and new application of the generalized hypergeometric Gauss function / O. Ovcharenko // Scientific news of "KPI". - 2008. - № 6. - P. 149 - 154. (In Ukrainian)

5. Virchenko N.O. On the theory of generalized hypergeometric type functions and their applications / N. Virchenko, O. Lisetska, O. Ovcharenko // Reports of NAS of Ukraine. - 2009. - № 5. - P. 7 - 15. (In Ukrainian)

6. Ovcharenko O.V. Studying the properties of integral operators with generalized hypergeometric function in the kernel / O. Ovcharenko // Scientific news of "KPI". - 2010. - № 4. - P. 91 - 94. (In Ukrainian)

7. Virchenko N.O. On some new integral transforms with the generalized hypergeometric function / N.O. Virchenko, O.V. Ovcharenko // Integral Transforms and Special Functions. - 2011. - 22, № 9. - P. 647 - 653.

8. Ovcharenko O. Differential formulas for q-integral representation of (τ, β) - generalized hypergeometric function / O. Ovcharenko // Scientific news of "KPI". - 2011. - № 4. - P. 71 - 74. (In Ukrainian)

9. Virchenko N.O. Some integral operators with the generalized hypergeometric function Gauss / N. Virchenko, O. Rumyantseva // Boundary value problems for differential equations. Collection. Science. etc. - Chernivtsi, 2008. - Issue. 17. - P. 234 - 239. (In Ukrainian)

10. Ovcharenko O. Some results of calculation of sums include (τ, β)-generalized hypergeometric function Gauss / O. Ovcharenko // Boundary value problems for differential equations. Collection. Science. etc. - Chernivtsi, 2009. - Issue. 18. - P. 266 - 275. (In Ukrainian)