Numerical-analytical approach for the solution to the wave scattering by polygonal cylinders and flat strip structures EI Veliev Analytical and Numerical Methods in Electromagnetic Wave Theory, 1993 | 71 | 1993 |
Fractional curl operator in reflection problems EI Veliev, N Engheta 10th International Conference on Mathematical Methods in Electromagnetic …, 2004 | 55 | 2004 |
Fractional boundary conditions in plane waves diffraction on a strip E Veliev, M Ivakhnychenko, T Ahmedov Progress in electromagnetics research 79, 443-462, 2008 | 53 | 2008 |
Fractional operators approach in electromagnetic wave reflection problems MV Ivakhnychenko, EI Veliev, TM Ahmedov Journal of electromagnetic waves and applications 21 (13), 1787-1802, 2007 | 37 | 2007 |
Scattering properties of the strip with fractional boundary conditions and comparison with the impedance strip M Ivakhnychenko, E Veliev, T Ahmedov Progress In Electromagnetics Research C 2, 189-205, 2008 | 28 | 2008 |
Solution of the plane wave diffraction problem by an impedance strip using a numerical-analytical method: E-polarized case T Ikiz, S Koshikawa, K Kobayashi, EI Veliev, AH Serbest Journal of electromagnetic waves and applications 15 (3), 315-340, 2001 | 26 | 2001 |
Fractional curl operator in radiation problems MV Ivakhnychenko, EI Veliev 10th International Conference on Mathematical Methods in Electromagnetic …, 2004 | 23 | 2004 |
Propagation of electromagnetic waves in a cylindrical waveguide with a longitudinal slit EI Veliev, AI Nosich, VP Shestopalov Radio Engineering and Electronic Physics 22, 466-473, 1977 | 20 | 1977 |
Generalization of Green’s theorem with fractional differintegration EI Veliev, N Engheta 2003 IEEE AP-S International Symposium & USNC/URSI National Radio Science …, 2003 | 18 | 2003 |
Plane wave diffraction by strip with an integral boundary condition K Karaçuha, V Tabatadze, EI Veliev Turkish Journal of Electrical Engineering and Computer Sciences 28 (3), 1776 …, 2020 | 15 | 2020 |
New generalized electromagnetic boundaries: Fractional operators approach TM Ahmedov, MV Ivakhnychenko, EI Veliev 2006 International Conference on Mathematical Methods in Electromagnetic …, 2006 | 13 | 2006 |
Elementary fractional dipoles MV Ivakhnychenko, EI Veliev 2006 International Conference on Mathematical Methods in Electromagnetic …, 2006 | 12 | 2006 |
The fractional derivative approach for the diffraction problems: plane wave diffraction by two strips with the fractional boundary conditions V Tabatadze, K Karaçuha, EI Veliyev Progress In Electromagnetics Research C 95, 251-264, 2019 | 11 | 2019 |
Fractional operators approach and fractional boundary conditions EI Veliev, TM Ahmedov, MV Ivakhnychenko Electromagnetic Waves 28, 2011 | 11 | 2011 |
Electromagnetic wave diffraction by cylindrical bodies with edges VN Vavilov, EI Veliev Electromagnetics 13 (4), 339-357, 1993 | 10 | 1993 |
Scattering of a cylindrical wave from an impedance strip by using the method of fractional derivatives EI Veliev, K Karacuha, E Karaguha 2018 XXIIIrd International Seminar/Workshop on Direct and Inverse Problems …, 2018 | 9 | 2018 |
Plane wave diffraction by a half-plane: a new analytical approach EI Veliev Journal of electromagnetic waves and applications 13 (10), 1439-1453, 1999 | 9 | 1999 |
Diffraction by a strip with different surface impedances: the case of H polarization EI Veliev, K Kobayashi, M Ogata, S Koshikawa MMET Conference Proceedings. 1998 International Conference on Mathematical …, 1998 | 9 | 1998 |
Fractal Electrical and Magnetical Radiators EI Veliev, VM Onufrienko Third International Kharkov Symposium'Physics and Engineering of Millimeter …, 1998 | 8 | 1998 |
Bessel functions series in two dimensional diffraction problems EI Veliev, A Okşaşoğlu Journal of electromagnetic waves and applications 10 (4), 493-507, 1996 | 8 | 1996 |