Martínez Aparicio, Pedro Jesús Author

Open Access

Regularizing Effect of the Natural Growth Term in Quasilinear Problems with Sign-Changing Nonlinearities

  • Carmona Tapia J.
  • Malanchini P.
  • Aparicio A.J.M.
  • Martínez-Aparicio P.J.

Mediterranean Journal of Mathematics - 1/5/2026

10.1007/s00009-026-03107-1

Cite count: 0 (Scopus)

Enhancing Mathematical Physics Education with Matlab for Interactive PDEs Analysis

  • Rubén Fiñana Aránega
  • Antonio Jesús Martínez Aparicio
  • Pedro Jesús Martínez Aparicio
  • Alexis Molino Salas

Edunovatic 2024: Conference proceedings - 2025

Cite count: 0 (Dialnet)

Integración de Wooclap como herramienta didáctica en matemáticas universitarias

  • Antonio Jesús Martínez Aparicio
  • Pedro Jesús Martínez Aparicio
  • Rubén Fiñana Aránega

EDUNOVATIC 2025 Conference Proceedings: 10th Virtual International Conference on Education, Innovation and ICT. November 12 - 13, 2025 - 2025

Cite count: 0 (Dialnet)
Open Access

Intervals of bifurcation points for semilinear elliptic problems

  • José Carmona Tapia
  • Antonio J. Martínez Aparicio
  • Pedro J. Martínez-Aparicio

ADVANCES IN NONLINEAR ANALYSIS - 17/2/2025

10.1515/anona-2024-0061

Cite count: 1 (Web of Science) 2 (Scopus)
Open Access

ON THE GENERALIZATION OF SECANT METHOD AND THE ORDER OF CONVERGENCE

  • Candela V.
  • Expósito N.
  • Martínez-Aparacio P.J.
  • Trillo J.C.

JOURNAL OF APPLIED ANALYSIS AND COMPUTATION - 1/2/2025

10.11948/20240082

Cite count: 0 (Web of Science) 0 (Scopus)

On the stability of the PPH subdivision scheme on nonuniform grids

  • Pedro J. Martínez-Aparicio
  • Pedro Ortiz
  • Juan Carlos Trillo

MATHEMATICS AND COMPUTERS IN SIMULATION - 1/10/2025

10.1016/j.matcom.2025.03.028

Cite count: 0 (Web of Science) 0 (Scopus)
Open Access

On the definition of the solution to a semilinear elliptic problem with a strong singularity at u=0

  • Giachetti, Daniela
  • Martínez Aparicio, Pedro Jesús
  • Murat, François

5/02/2024

http://hdl.handle.net/10835/15750

Open Access

A priori estimates for non-coercive Dirichlet problems with subquadratic gradient terms

  • José Carmona
  • Salvador López-Martínez
  • Pedro J. Martínez-Aparicio

Journal of Differential Equations - 5/9/2023

10.1016/j.jde.2023.04.012

Cite count: 3 (Web of Science) 3 (Scopus)
Open Access

Regularizing Effect in Singular Semilinear Problems

  • José Carmona
  • Antonio J. Martínez Aparicio
  • Pedro J. Martínez-Aparicio Martínez-Aparicio
  • Miguel Martínez-Teruel

MATHEMATICAL MODELLING AND ANALYSIS - 20/10/2023

10.3846/mma.2023.18616

Cite count: 8 (Web of Science) 7 (Scopus)
Open Access

Multiplicity of Solutions for an Elliptic Kirchhoff Equation

  • Arcoya D.
  • Carmona J.
  • Martínez-Aparicio P.J.

MILAN JOURNAL OF MATHEMATICS - 1/12/2022

10.1007/s00032-022-00365-y

Cite count: 8 (Web of Science) 9 (Scopus)

Recent Trends in Nonlinear Partial Differential Equations II Book

American Mathematical Society - 07/2013

10.1090/conm/595

  • ORCID

Ecuaciones elípticas y parabólicas singulares con crecimiento natural en el gradiente: tesis doctoral Book

  • Pedro Jesús Martínez Aparicio

2009

Cite count: 0 (Dialnet)
  • Dialnet

Ecuaciones elípticas y parabólicas singulares con crecimiento natural en el gradiente Author

  • Pedro Jesús Martínez Aparicio
  • José Carmona Tapia
  • David Arcoya Álvarez

2009

Cite count: 0 (Dialnet)

The Principal Eigenvalue for a Class of Singular Quasilinear Elliptic Operators and Applications

  • Carmona J.
  • López-Martínez S.
  • Martínez-Aparicio P.

Springer Proceedings in Mathematics and Statistics - 1/1/2020

10.1007/978-3-030-35256-1_4

Cite count: 0 (Scopus)
Open Access

Radial solutions for a Gelfand type quasilinear elliptic problem with quadratic gradient terms

  • Arcoya, David
  • Carmona, Jose
  • Martinez-Aparicio, Pedro J.

RECENT TRENDS IN NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS II: STATIONARY PROBLEMS - 2/02/2013

10.1090/conm/595/11808

Cite count: 0 (Web of Science)

This author has no patents.

UNEXPECTED PHENOMENA IN A ONE-DIMENSIONAL ELLIPTIC EQUATION WITH A SINGULAR FIRST ORDER DIVERGENCE TERM

  • Giachetti, D.
  • Martínez-Aparicio, P.J.
  • Murat, F.
  • Petitta, F.

arXiv - 2024

10.48550/arxiv.2407.04611

  • ORCID

INTERVALS OF BIFURCATION POINTS FOR SEMILINEAR ELLIPTIC PROBLEMS

  • Tapia, J.C.
  • Martínez Aparicio, A.J.
  • Martínez-Aparicio, P.J.

arXiv - 2024

10.48550/arxiv.2412.11690

  • ORCID

Scopus: 12

Web of Science: 11

Scopus: 15

Web of Science: 12

Last data update: 5/30/26 5:17 AM
Next scheduled update: 6/6/26 3:00 AM