ALEJANDRO MIRALLES MONTOLIO

Alejandro Miralles Montolio is an Associate Professor in the Department of Mathematical Analysis at the Faculty of Mathematics, University of Valencia. His research is centered on functional analysis, operator theory, and complex analysis, particularly in infinite-dimensional settings.

His research interests include:

• Functional Analysis, especially in Banach and Hilbert spaces
• Operator Theory, with a focus on composition operators
• Complex and Several Complex Variables, particularly Bloch functions and interpolating sequences
• Geometric and topological properties of function spaces
• Dynamical systems in nonautonomous settings

His recent publications (2021–2023) continue his long-standing focus on interpolation in Bloch-type spaces, composition operators on function spaces over Hilbert and Banach unit balls, and structural properties of topological rings. The work consistently lies at the intersection of complex analysis and functional analysis, often exploring operator-theoretic properties of analytic functions in infinite dimensions. Key recurring themes include boundedness, invertibility, spectral behavior, and geometric structure.

He has collaborated extensively with prominent mathematicians such as Pablo Galindo, Oscar Blasco, and Mikael Lindström. While no specific awards are listed, his sustained publication record in high-quality journals reflects recognition in his field.

Miralles has contributed to significant results in interpolation theory, dynamical systems, and the geometry of Banach spaces. His work on sensitive dependence in nonautonomous systems and on renorming properties demonstrates breadth within his core mathematical domains. He is affiliated with the research group DRAFBE (Differentiability, Renormings and Analytic Functions on Banach Spaces).

Contact information is available via his institutional email.