Dr. Yudier Peña Pérez

Productividad Académica


Artículos

  • Escobar-Figueroa, J. L., Árciga-Alejandre, M. P., Sánchez-Ortíz, J., Peña-Pérez, Y. (2025). Dirichlet problema for a linear time-fractional KdV equation on a half-line. Advances in fractional calculus, 73-79.
  • Olvera-Reyes, V. S., Árciga-Alejandre, M. P., Sánchez-Ortíz, J., Peña-Pérez, Y. (2025). Bayesian inversión for a fractional order harmonic oscillator. Advances in fractional calculus, 61-71.
  • Alfonso-Santiesteban, D., Abreu-Blaya, R., Peña-Pérez, Y., Sigarreta-Almira, J. M. (2025). Descomposición de Fischer para funciones inframonogénicas generalizadas. Tlamati, 21 (32), 23-29.
  • Escobar-Figueroa, J. L., Árciga-Alejandre, M. P., Sánchez-Ortíz, J., Peña-Pérez, Y. (2025). Neumann problema for a stochastic Benjamin-Bona-Mahony equation with Riesz fractional derivative. Differential Equations & Applications, 17, 1, 53-63.    
  • Alfonso-Santiesteban, D., Abreu-Blaya, R., Peña-Pérez, Y., Sigarreta-Almira, J. M. (2024). Fractional Fischer decompositions by inframonogenic functions. Journal of Mathematical Analysis and Applications, 539, 1, 128468.
  • Alfonso-Santiesteban, D., Gutierrez-Valencia, D.E., Abreu-Blaya, R., Peña-Pérez, Y. (2024). Generalizaciones del operador de Lamé-Navier en análisis de Clifford. Publicaciones e Investigación, 8, 1.
  • Avila-Nápoles, L. M., Ávila-Ávila, R., Abreu-Blaya, R., Peña-Pérez, Y. (2023). Dirichlet problem for electromagnetic fields in chiral media with fractal boundary. Chaos, Solitons & Fractals, 174, 113879.
  • Peña-Pérez, Y., Sánchez-Ortíz, J., Ariza-Hernández, F. J., Árciga-Alejandre, MP. (2023). Initial-boundary value problem for a fractional heat equation on an interval, IMA Journal of Applied Mathematics, 88, 4, 632-643.
  • Gutierrez-Valencia, D.E., Abreu-Blaya, R., Árciga-Alejandre, M.P., Peña-Pérez, Y. (2023). On the Riemann problem in fractal elastic media. Anal.Math.Phys. 13(1), 3.
  • Peña-Pérez, Y., Abreu-Blaya, R., Bory-Reyes, J., Schneider, B. (2022). Electromagnetic Riemann-Hilbert Boundary Value Problem in Fractal Domains of R2. The Journal of Geometric Analysis, 32(7), 189.
  • Alfonso-Santiesteban, D., Peña-Pérez, Y., Abreu-Blaya, R. (2022). Generalizations of harmonic functions in Rm. Anal.Math.Phys. 12, 10.
  • Bory-Reyes, J.,  Pérez-de la Rosa, M., Peña-Pérez, Y. (2022). Fractional Moisil-Teodorescu operator in elasticity and electromagnetism. Alexandria Engineering Journal, 61, 9. 6811-6818.
  • Peña-Pérez, Y., Bory-Reyes, J. (2021). Condición de Lorentz y ecuaciones de ondas electromagnéticas como propiedades emergentes del sistema de Maxwell. Ingeniare. Revista chilena de ingeniería. 29 (4), 767-777.
  • Peña-Pérez, Y., Abreu-Blaya, R., Árciga-Alejandre, M. P., Bory-Reyes, J. (2020). Biquaternionic reformulation of a fractional monochromatic Maxwell system. Advances in High Energy Physics, 1-9. 
  • Peña-Pérez, Y., Abreu-Blaya, R., Bosch, P., Bory-Reyes, J. (2020). Dirichlet type problem for 2D quaternionic time-harmonic Maxwell system in fractal domains. Advances in Mathematical Physics, 1-8. 
  • Bory-Reyes, J., Abreu-Blaya, R., Árciga-Alejandre, M. P., Peña-Pérez, Y. (2018). Riemann and Dirichlet type problems for hyperanalytic functions in fractal domains. Complex Analysis and Operator Theory, 12(5), 1369-1382.
  • Peña-Pérez, Y., Árciga-Alejandre, M. P., Abreu-Blaya, R., Bory-Reyes, J. (2017).  Hölder norm estimate for the fractal Hilbert transform in Douglis analysis. Journal of Inequalities and Applications, Paper No. 213, 1-11.
  • Abreu-Blaya, R., Bory-Reyes, J., Moreno-García. T., Peña-Pérez, Y. (2014). Analytic Riemann boundary value problem on h-summable closed curves. Applied Mathematics and Computation, 227, 593-600.
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