Sheldon Miriel Gil Dantas

Sheldon Miriel Gil Dantas serves as a Lecturer in the Department of Mathematical Analysis at the University of Valencia, specializing in theoretical aspects of functional analysis and differentiable function spaces.

Education:

• Doctorate from Universitat de València (2017) with thesis "On the Bishop-Phelps-Bollobás type theorems", supervised by Dr. Domingo García Rodríguez, Dr. Miguel Martín Suárez, and Dr. Manuel Maestre Vera.

Research Focus: Dr. Gil Dantas investigates Banach space geometry and norm-attaining operators through Bishop-Phelps-Bollobás theory, with significant contributions to the understanding of approximation properties in infinite-dimensional spaces. His work within the ESALDI research group centers on Spaces and Algebras of Differentiable Functions, bridging abstract functional analysis with concrete differentiable structures.

Scientific Awards:

• No awards documented in source materials

Academic Service: Currently supervises no listed graduate students. Active member of the ESALDI research consortium focusing on differentiable function algebras and their geometric properties. Collaborates extensively with functional analysis specialists across European institutions.

Research Infrastructure: Core contributor to the ESALDI (Spaces and Algebras of Differentiable Functions) research group at University of Valencia, advancing theoretical frameworks for differentiable function spaces in Banach settings.