## Algebra and Geometry

#### Reading courses in Algebra and Geometry

- Algebraic combinatorics (C. Malvenuto)*

- Symmetric and quasi-symmetric functions (C. Malvenuto)*

- Combinatiorial Hopf algebras (C. Malvenuto)*

- Introduction to finite dimensional Lie algebras (P. Papi)

- Classical invariant theory (P. Papi)

- W-algebras (A. De Sole)*

- Quantum groups (A. De Sole)*

- Compact quantum groups (A. D'Andrea, C. Pinzari)

- Cherednik Double Affine Hecke Algebra and Heckman-Opdam Hypergeometric Functions:

different viewpoints & applications (P. Bravi)

different viewpoints & applications (P. Bravi)

- Actions and representations of algebraic groups (G. Pezzini)

- Toric and spherical varietes (G. Pezzini)

- Riemann surfaces ans Teichmuller theory (G. Mondello)

- Moduli of algebraic curves (G. Mondello)

- Representations of surface groups, holomorhic and Higgs vector bundles (G. Mondello)

- Translation surfaces (G. Mondello)

- Geometric group theory (A. Sambusetti)*

- Kleinian groups: geometry and dynamics (A. Sambusetti)*

- Convergence theory in Riemannian Geometry (A. Sambusetti)*

- Kobayashi hyperbolicity and relations to arithmetic and algebraic geometry (S. Diverio)

- Positivity in analytic and algebraic geometry, and its counterpart in complex differential

geometry (S. Diverio)

geometry (S. Diverio)

- Atiyah-Singer index theorem (P. Piazza)

* not in the academic year 2017/18