Published papers: Equivariant Eikonal Neural Networks, HyperSteiner: Computing Heuristic Hyperbolic Steiner Minimal Trees, Relative Representations: Topological and Geometric Perspectives, Learning symmetries via weight-sharing with doubly stochastic tensors; Participated in multiple academic conferences and presented research findings.
Research Experience
PhD Candidate, AMLab @ UvA, February 2024 – Present, Amsterdam, Netherlands, under the supervision of Erik Bekkers (University of Amsterdam) and co-supervision of Daniël Pelt (University of Leiden), developing techniques for collaborative human-computer image annotation of training sets for deep learning tasks; Research Engineer, Division of Robotics, Perception and Learning @ KTH, March 2023 – February 2024, Stockholm, Sweden, projects under the supervision of Danica Kragic, delved into Geometric Deep Learning and Lie groups while working on a project that involved devising path-finding algorithms on learned equivariant representations through class-pose decomposition, also explored Manifold Learning techniques.
Education
MSc in Machine Learning, 2023, KTH Royal Institute of Technology; BSc in Mathematics and Computer Science, 2021, Universidad Politécnica de Madrid
Background
PhD candidate at the University of Amsterdam, focusing on applying topology, algebra, and geometry in machine learning. Research interests include Representation Learning, Geometric Deep Learning, Topological Machine Learning, and Non-Euclidean Geometry.