Ramón y Cajal Research Fellow at the Universitat de València since August 2022. From 2019 to 2022, he was a Van Vleck Assistant Professor at the University of Wisconsin–Madison. Previously, from 2017 to 2019, he was a postdoctoral researcher at the Basque Center for Applied Mathematics (BCAM). He obtained his PhD from the University of Birmingham in 2017, under the supervision of Jonathan Bennett.

His main research interests lie in the area of Euclidean harmonic analysis and its interactions with dispersive partial differential equations, geometric measure theory, incidence geometry, analytic number theory, and additive combinatorics.

Francisco Javier Falcó Benavent is an Associate Professor in the Department of Mathematical Analysis at the University of Valencia, Spain, where he is continuously engaged in teaching, research, and scientific outreach activities. His research interests lie primarily in functional analysis and the geometry of Banach spaces, with particular emphasis on problems related to linear operators, the geometric structure of normed spaces, and finite-dimensional and infinite-dimensional complex analysis.

He is the author of several research papers published in internationally recognized peer-reviewed journals. He has participated as a speaker in seminars, conferences, and scientific meetings at both national and international levels, and regularly collaborates with researchers from different institutions. His scientific output, as well as the research lines he is actively pursuing, can be consulted in detail and are kept up to date on his personal research and publications webpage:
https://franjfal.github.io/investigacion/.

In addition, he maintains a strong commitment to the dissemination of mathematics in both academic settings and activities open to the general public. His academic work is complemented by a sustained involvement in mathematical outreach and university extension initiatives, contributing to the social visibility of mathematics and to scientific education beyond the classroom.

Domingo García is Professor of mathematics at the University of Valencia, Spain, where he is also Head of Departament. He spent two sabbatical years at Universidade Estadual de Campinas, Brazil, in 1993 and Kent State University, USA, in the academic year 2004-05, respectively. He has an extensive research related to Banach space theory, specifically in norm attaining operators, Dirichlet series, and holomorphic functions. He has been both plenary and invited speakers at several international conferences and is the author of more than 100 publications, including several books.

Alicia Quero de la Rosa is an Assistant Professor in the Department of Mathematical Analysis at the University of Valencia. She received her PhD in Physics and Mathematics from the University of Granada. Her research focuses on Functional Analysis, with particular interest in the geometry of Banach spaces. Her main research interests include numerical range theory, the geometry of bounded linear operators, and the study of Lipschitz-free spaces. She is also involved in teaching undergraduate courses in mathematical analysis and calculus in the Bachelor's Degree in Mathematics and other related programs.

Graduated in Mathematics (1984) and obtained a Ph.D in Mathematics (1988), both from Universitat de Valencia. I am currently a Full Professor in the department of Mathematical Analysis. My research has focused on Partial Differential Equations. Most of my publications can be found on my website: www.uv.es/segurase

She obtained her Bachelor’s degree from the University of Bologna. She later completed a double degree Master’s programme between the University of Ferrara and the University of Valencia. She is currently a PhD student at the University of Valencia and works as a substitute lecturer in Analysis.