V. Tabatadze Et Al. , "Electromagnetic Scattering from 2-D Conducting Objects of Arbitrary Smooth Shape: Complete Mathematical Formulation of the Method of Auxiliary Sources for E-Polarized Case," Progress In Electromagnetics Research M , vol.114, pp.117-125, 2022
Tabatadze, V. Et Al. 2022. Electromagnetic Scattering from 2-D Conducting Objects of Arbitrary Smooth Shape: Complete Mathematical Formulation of the Method of Auxiliary Sources for E-Polarized Case. Progress In Electromagnetics Research M , vol.114 , 117-125.
Tabatadze, V., Karaçuha, K., & Zaridze, R., (2022). Electromagnetic Scattering from 2-D Conducting Objects of Arbitrary Smooth Shape: Complete Mathematical Formulation of the Method of Auxiliary Sources for E-Polarized Case. Progress In Electromagnetics Research M , vol.114, 117-125.
Tabatadze, Vasıl, Kamil Karaçuha, And Revaz Zaridze. "Electromagnetic Scattering from 2-D Conducting Objects of Arbitrary Smooth Shape: Complete Mathematical Formulation of the Method of Auxiliary Sources for E-Polarized Case," Progress In Electromagnetics Research M , vol.114, 117-125, 2022
Tabatadze, Vasıl Et Al. "Electromagnetic Scattering from 2-D Conducting Objects of Arbitrary Smooth Shape: Complete Mathematical Formulation of the Method of Auxiliary Sources for E-Polarized Case." Progress In Electromagnetics Research M , vol.114, pp.117-125, 2022
Tabatadze, V. Karaçuha, K. And Zaridze, R. (2022) . "Electromagnetic Scattering from 2-D Conducting Objects of Arbitrary Smooth Shape: Complete Mathematical Formulation of the Method of Auxiliary Sources for E-Polarized Case." Progress In Electromagnetics Research M , vol.114, pp.117-125.
@article{article, author={Vasıl Tabatadze Et Al. }, title={Electromagnetic Scattering from 2-D Conducting Objects of Arbitrary Smooth Shape: Complete Mathematical Formulation of the Method of Auxiliary Sources for E-Polarized Case}, journal={Progress In Electromagnetics Research M}, year=2022, pages={117-125} }