N. V. Savischenko

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Person:1982461

Available identifiers

zbMath Open savischenko.nikolay-vMaRDI QIDQ1982461

List of research outcomes

PublicationDate of PublicationType
On some formulas for the confluent Horn functions H 10 ( c ) ( a; c; w, z ) and H 11 ( c ) ( a, c, c′; d; w, z )2023-11-15Paper
The distribution function of the maximum of \(n\) random variables and its application in communication theory2023-10-12Paper
Generalized \(IK \)-distribution in noise immunity theory2023-10-12Paper
On some formulas for the confluent Horn functions H3(c) (a, b, c; d; w, z), H4(c) (a, c; d; w, z) and H9(c) (a, b; c; w, z)2023-05-08Paper
Some properties of multiple hypergeometric functions and applications in the probability theory2022-11-15Paper
Multiple hypergeometric functions in communication theory: Evaluations of error probabilities for four-parameter, \( \kappa{-}\mu\) and \(\eta{-}\mu\) signals distributions in general fading channels2022-11-15Paper
On some formulas for the Horn function H7(a, b, b′; c; w, z)2022-10-12Paper
On some formulas for the Horn functions H6(a, b, b′w, z) and H8(c)(a, b;w, z)2022-08-03Paper
On some formulas for the Horn functions H5 (a, b; c;w, z) and (a; c;w, z)2022-04-21Paper
On some formulas for the Horn functions H4(a, b; c, c′;w, z) and H7(c) (a; c, c′;w, z)2022-01-03Paper
On some formulas for the Horn functions H3 (a, b; c; w, z), (a; c; w, z) and Humbert function Φ3(b; c; w, z)2021-12-16Paper
On some formulas for the Horn function H2 (a, ,b, ,c, ,c′; d; w, z) and confluent Horn function (a, b, c; d; w, z)2021-09-13Paper
Applications of multiple hypergeometric functions in communication theory: a new multiple-wave model with diffuse power2021-09-08Paper
On some formulas for the Horn functions H1(a,b,c;d;w,z) and H1(c)(a,b;d;w,z)2021-05-11Paper
On some formulas for the Horn functions G1 (a, b, b′;w, z) and Γ2 (b, b′;w, z)2021-04-28Paper
On some formulas for the Horn functions G2 (a, a′, b, b′; w, z), G3 (a, a′; w, z) and Γ1 (a, b, b′; w, z)2021-04-28Paper
Hypergeometric functions of several variables and evaluation of error probability in fading multichannel system2021-03-11Paper
Application of hypergeometric functions of several variables in the mathematical theory of communication: evaluation of error probability in fading singlechannel system2020-12-08Paper
Application of hypergeometric functions of two variables in wireless communication theory2019-10-25Paper
Series involving \(\psi(z)\) and \(\zeta(z, s)\) functions and evaluation of integrals2019-10-25Paper
https://portal.mardi4nfdi.de/entity/Q46842812018-09-28Paper
Some properties of the OwenT-function2016-03-03Paper
A special function of communication theory2015-04-20Paper
Special Integral Functions Used in Wireless Communications Theory2014-08-11Paper

Research outcomes over time


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