artículo académico

• The p0-Laplace "Signature" for Quasilinear Inverse Problems.  SIAM JOURNAL ON IMAGING SCIENCES.  17(1):351-388. 2024
• The p–Laplace "Signature" for Quasilinear Inverse Problems with Large Boundary Data.  SIAM JOURNAL ON MATHEMATICAL ANALYSIS.  56(1):273-303. 2024
• RECONSTRUCTION OF THE SOURCE TERM IN A TIME-FRACTIONAL DIFFUSION EQUATION FROM PARTIAL DOMAIN MEASUREMENT.  JOURNAL OF GEOMETRIC ANALYSIS.  33(6). 2023
• A NONITERATIVE RECONSTRUCTION METHOD FOR SOLVING A TIME-FRACTIONAL INVERSE SOURCE PROBLEM FROM PARTIAL BOUNDARY MEASUREMENTS.  INVERSE PROBLEMS.  38(1). 2022
• HOMOGENIZATION OF A NONLINEAR MONOTONE PROBLEM IN A LOCALLY PERIODIC DOMAIN VIA UNFOLDING METHOD.  NONLINEAR ANALYSIS-REAL WORLD APPLICATIONS.  66. 2022
• IMAGING OF SMALL PENETRABLE OBSTACLES BASED ON THE TOPOLOGICAL DERIVATIVE METHOD.  ENGINEERING COMPUTATIONS.  39(1):201-203. 2022
• MONOTONICITY PRINCIPLE IN TOMOGRAPHY OF NONLINEAR CONDUCTING MATERIALS.  INVERSE PROBLEMS.  37(4). 2021
• POLLUTION SOURCES RECONSTRUCTION BASED ON THE TOPOLOGICAL DERIVATIVE METHOD.  APPLIED MATHEMATICS AND OPTIMIZATION.  84(2):1493-1525. 2021
• HOMOGENIZATION OF AN ELLIPTIC EQUATION IN A DOMAIN WITH OSCILLATING BOUNDARY WITH NON-HOMOGENEOUS NON-LINEAR BOUNDARY CONDITIONS.  APPLIED MATHEMATICS AND OPTIMIZATION.  82(1):245-278. 2020
• SEMI-LINEAR OPTIMAL CONTROL PROBLEM IN A SMOOTH OSCILLATING DOMAIN.  COMMUNICATIONS IN CONTEMPORARY MATHEMATICS.  22(4):1-26. 2020
• A NONITERATIVE RECONSTRUCTION METHOD FOR THE INVERSE POTENTIAL PROBLEM WITH PARTIAL BOUNDARY MEASUREMENTS.  MATHEMATICAL METHODS IN THE APPLIED SCIENCES.  42(7):2256-2278. 2019
• LOCALLY PERIODIC UNFOLDING OPERATOR FOR HIGHLY OSCILLATING ROUGH DOMAINS.  ANNALI DI MATEMATICA PURA ED APPLICATA.  198(6):1931-1954. 2019
• GENERALIZATION OF UNFOLDING OPERATOR FOR HIGHLY OSCILLATING SMOOTH BOUNDARY DOMAINS AND HOMOGENIZATION.  CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS.  57(3):1-30. 2018
• NONITERATIVE RECONSTRUCTION METHOD FOR AN INVERSE POTENTIAL PROBLEM MODELED BY A MODIFIED HELMHOLTZ EQUATION.  NUMERICAL FUNCTIONAL ANALYSIS AND OPTIMIZATION.  39(9):937-966. 2018
• TOPOLOGICAL ASYMPTOTIC ANALYSIS OF AN OPTIMAL CONTROL PROBLEM MODELED BY A COUPLED SYSTEM.  ASYMPTOTIC ANALYSIS.  109:1-26. 2018
• ASYMPTOTIC ANALYSIS OF NEUMANN PERIODIC OPTIMAL BOUNDARY CONTROL PROBLEM.  MATHEMATICAL METHODS IN THE APPLIED SCIENCES.  39(15):4354-4374. 2016
• PERIODIC CONTROLS IN AN OSCILLATING DOMAIN: CONTROLS VIA UNFOLDING AND HOMOGENIZATION.  SIAM JOURNAL ON CONTROL AND OPTIMIZATION.  53(5):3245-3269. 2015