The method of $δ$-like sequence (Dirichlet kernel) introduced hybrid integral transform of Legandre-Fourie-Euler on polar axis.
[1] Shilov G.E. Mathematical analysis. Second special course. - M.: Nauka, 1965. - 328 p.
[2] Konet I.M., Lenyuk M.P. Integral transformations of the Möhler-Fock type. - Chernivtsi: Prut, 2002. - 248 p.
[3] Stepanov V.V. Course of differential equations. - M.: Fizmatgiz, 1959. - 468 p.
[4] Lenyuk M.P., Shynkaryk M.I. Hybrid integral transforms (Fourier, Bessel, Legendre). Part 1. - Ternopil: Ekonom. Dumka, 2004. - 368 p.
[5] Kurosh AG Course of higher algebra. - M.: Nauka, 1971. - 432 p.
[6] Lenyuk M.P. Hybrid integral transformations of the Euler-(Fourier, Bessel) type. - Chernivtsi: Prut, 2009. - 76 p. - (Preprint / NAS of Ukraine. Institute of Applied Problems of Mechanics and Mathematics named after Ya.S. Pidstryhach; 02.09).
[7] Tikhonov A.N., Samarsky A.A. Equations of mathematic physics. - M.: Science, 1977. - 735 p.
[8] Ufland Ya.S. On some new integral transformations and their applications to problems of mathematical physics. - O., 1976. - P. 93-106.
[9] Lenyuk M.P., Shynkoryk M.I. Hybrid integral transforms (Fourier, Bessel, Legendre). Part 1. - Ternonil: Ekonom, Dumka, 2004. - 368 p.
- ACS Style
- Lenyuk, M.P.; Lenyuk, O.M. Hybrid integral Legendre-Fourier-Euler transform on the polar axis. Bukovinian Mathematical Journal. 2018, 1
- AMA Style
- Lenyuk MP, Lenyuk OM. Hybrid integral Legendre-Fourier-Euler transform on the polar axis. Bukovinian Mathematical Journal. 2018; 1(528 ).
- Chicago/Turabian Style
- Mykhailo Pavlovych Lenyuk, Oleg Mykhailovych Lenyuk. 2018. "Hybrid integral Legendre-Fourier-Euler transform on the polar axis". Bukovinian Mathematical Journal. 1 no. 528 .