Contact: adrian.fidalgo22@uva.es
Webpage: https://adrianfd22.github.io/
Supervision of Bachelor’s thesis: Applications of the Borsuk-Ulam theorem.
Supervision of Bachelor’s thesis: An introduction to knot theory.
Organizer of the reading group for Master and PhD students “Homological algebra”. Responsabilities: lecturing once a month and preparing HW assignments.
TA in Coding theory and cryptography. Responsibilities: lecturing once a week and preparing and grading HW assignments.
TA in Cryptography. Responsibilities: lecturing once a week and preparing and grading HW assignments.
Spanish: native.
English: fluent.
French: basic.Talk: Algorithms for distributed matrix multiplication using codes in the PICS seminar.
Talk: Multiplying matrices using codes at the Graduate Workshop on Linear Algebra over Finite Fields & Applications in ICERM.
Talk: Computing the Clifford defect for some families of semigroups at the International Meeting on Commutative Monoids 2025.
Talk: Distributed matrix multiplication with straggler tolerance using one point algebraic geometry codes at SIAM Conference on Applied Algebraic Geometry (AG25).
Talk: A numerical semigroup problem motivated by decoding AG codes at the Seventh EACA International School on Computer Algebra and its Applications.
Talk: Distributed matrix multiplication using multivariate polynomials at Error-correcting codes and combinatorial structures workshop.
Talk: Distributed matrix multiplication using multivariate polynomials at RSME’s 7th Congress of Young Researchers.
Talk: Distributed matrix multiplication using multivariate polynomials at MatSI, IMAC and Singacom Day on Algebraic Applications to Information Theory.
Talk: Distributed matrix multiplication with straggler tolerance using algebraic function fields at ISIT 2024.
Talk: Distributed matrix multiplication over small fields with straggler tolerance at XVIII EACA.
Talk: Distributed matrix multiplication with straggler tolerance based on polynomial algebras at V jornadas de la red MatSI.
Talk: Numerical semigroup problems motivated by distributed matrix multiplication at the SecureCAT FollowUp Workshop.
Poster: Distributed matrix multiplication via algebraic-geometric codes at Sixth EACA International School on Computer Algebra and its Applications.