Department of Mathematics
  1. Representation Theory
  2. Mathematical Physics
  3. Mathematical Biology
  4. Events
  5. Research Grants
  6. Potential PhD projects
Department of Mathematics

Lleonard Rubio y Degrassi

Biography

Lleonard completed his BSc in Mathematics at Università di Roma La Sapienza in 2010. In 2008, during this degree, he took part in Percorso di Eccellenza (advanced courses). He obtained an MSc degree in Geometry and Algebra in the same university in 2013. Lleonard spent the second year of his Masters at Queen Mary University of London as part of the Erasmus programme.

Lleonard is currently working on his PhD at City with Professor Markus Linckelmann.

Research Interests

Modular representation theory of finite dimensional algebras from a cohomological point of view.

Lleonard is interested in the interplay between the algebra structure and the cohomology. He is currently working on the compatibility in the Hochschild Cohomology between the p-power map of the restricted Lie algebra structure and the transfer maps induced under stable equivalences of Morita type. In addition, in degree one he is looking at connections with integrable derivations.

Grants

  1. Scholarship by City in Representation theory
  2. Perscorso di eccelenza 2009-2010 at Università La Sapienza

Key publications

Invariance of the restricted p-power map on integrable derivations under stable equivalences (http://arxiv.org/abs/1509.04197)

Teaching support

  1. Calculus
  2. Vector Calculus
  3. Algebra
  4. Linear Algebra
  5. Complex Variable
  6. Mathematics for Actuarial Science
  7. Visual Basic
  8. Latex

Invited Talks

November 2015: On the invariance properties of the restricted p-power map on integrable derivations under stable equivalences, PGR Seminars, University of Kent, UK (http://www.kent.ac.uk/smsas/personal/pgrseminars/)

March 2015: Invariance of the restricted p-power in Hochschild cohomology of degree 1, Algebra Kinder Seminar, University of Cambridge, UK

Contributed Talks

June 2015: On the invariance properties of the restricted p-power map on integrable derivations under stable equivalences, PGTC 2015,University of Bristol, UK