Juan Antonio Acebrón Torres is an Assistant Professor in the Department of Information Science and Technology at ISCTE-Instituto Universitário de Lisboa (ISCTE-IUL), Portugal, and a researcher at INESC-ID. He is affiliated with the School of Technology and Architecture and actively contributes to research in computational mathematics and high-performance computing. PhD in Mathematical Engineering, Universidad Carlos III de Madrid, 2000 MS in Theoretical Physics, Universidad Autónoma de Madrid, 1994 His primary research interests include applied and computational mathematics, parallel scientific computing, Monte Carlo methods, probabilistic domain decomposition, and nonlinear physics. He develops scalable algorithms for solving partial differential equations and stochastic systems, with applications in computational physics and linear algebra. His work emphasizes efficiency and parallelization for petascale and distributed computing environments. The most recent publications demonstrate a consistent focus on Monte Carlo-based numerical solvers, particularly for matrix functions and PDEs. Key themes include probabilistic domain decomposition, multilevel Monte Carlo methods, random trees, and high-performance implementations. These works appear in top-tier journals like Journal of Computational Physics , SIAM Journal on Scientific Computing , and Future Generation Computer Systems , indicating strong interdisciplinary impact. Associate Editor, Axioms Acebrón has supervised multiple postdoctoral, PhD, and Master’s students, including Francisco Bernal Martinez and Angel Rodriguez-Rozas. His research has been supported through institutional affiliations and collaborative projects. He has not received any explicitly mentioned scientific awards in the provided text. He leads a research group focused on probabilistic numerical methods and high-performance computing, with ongoing projects involving Monte Carlo solvers for matrix functions and PDEs. A postdoctoral position is currently open in his team, indicating active research expansion.








