DR. JOSÉ ELIGIO DE LA PAZ MÉNDEZ
Productividad Académica
Artículos
- Merzon, A., Zhevandrov, P., Rodríguez, M. R., & De la Paz Méndez, J. E. (2018). Rayleigh–Bloch waves trapped by a periodic perturbation: exact solutions. Zeitschrift für angewandte Mathematik und Physik, 69(3), 72.
- Komech, A. I., Merzon, A. E., Esquivel Navarrete, A., De La Paz Méndez, J. E., & Villalba Vega, T. J. (2019). Sommerfeld's solution as the limiting amplitude and asymptotics for narrow wedges. Mathematical Methods in the Applied Sciences, 42(15), 4957-4970.
- Merzon, A., Zhevandrov, P., & De La Paz Mendez, J. E. (2015). On the behavior of the edge diffracted nonstationary wave in scattering by wedges near the front. Russian Journal of Mathematical Physics, 22(4), 491-503.
- Komech, A. I., Merzon, A. E., & De la Paz Méndez, J. E. (2015). On uniqueness and stability of Sobolev’s solution in scattering by wedges. Zeitschrift für angewandte Mathematik und Physik, 66(5), 2485-2498.
- Komech, A. I., Merzon, A. E., & De la Paz Méndez, J. E. (2015). Time‐dependent scattering of generalized plane waves by a wedge. Mathematical Methods in the Applied Sciences, 38(18), 4774-4785.
