Graduate Courses:
Past years
Academic year 2006-2007
Academic year 2005-2006
Academic year 2004-2005
- U. Bruzzo: Sheaf theory
- U. Bruzzo: Instanton moduli spaces
- L. Dabrowski: Geometry of the Dirac operator
- G. Delfino: Integrable quantum field theories
- B. Dubrovin : Geometry and physics
- G. Falqui: Geometry of integrable systems
- B. Fantechi: Introduction to algebraic geometry
- T. Grava: Theta functions and Riemann surfaces
- G. Mussardo: Number Theory and Quantum Mechanics
- C. Reina: Representation theory
Academic year 2003-2004
- U. Bruzzo: Introduction to algebraic topology
- U. Bruzzo: Sheaf theory
- U. Bruzzo: Elliptic curves
- L. Dabrowski: Geometry of the Dirac operator
- G. Delfino: Integrable quantum field theories
- G. Dell'Antonio: Topics in quantum mechanics and quantum field theory
- B. Dubrovin : Geometry and physics
- G. Falqui: Geometry of integrable systems
- B. Fantechi: Introduction to algebraic geometry
- T. Grava: Riemann-Hilbert problem
- G. Mussardo: Statistical field theory
- C. Reina: Representation theory
- G. Landi: Introduction to noncommutative geometry
- T.R.Ramadas: Differential geometry
Academic year 2002-2003
- U. Bruzzo: Introduction to algebraic topology
- U. Bruzzo: Sheaf theory
- L. Dabrowski: Introduction to non commutative geometry
- G. Delfino: Integrable quantum field theory
- G. Dell'Antonio: Wigner function and the semiclassical limit
- B. Dubrovin : Asymptotics and integrability
- G. Falqui: Integrable Hamiltonian systems
- B. Fantechi: Algebraic geometry
- T. Grava: Riemann-Hilbert problems
- J. Harnad: Random matrices
- G. Mussardo: Statistical field theory
- M. Narasimhan: Fiber bundles on surfaces
- C. Reina: Group theory
Academic year 2001-2002
- C. Reina: Representation theory.
- G. Mussardo: Statistical Field theory.
- G. Falqui: Integrable Hamiltonian systems and PDEs.
- U. Bruzzo : Trascendental techniques for moduli of Riemann surfaces.
- G. Dell'Antonio: Algebraic and Constructive Quantum Field Theory.
- G. Delfino: Introduction to Quantum Field Theory.
- L. Dabrowski: Introduction to Non Commutative Geometry.
- F. Pioli: Introduction to Algebraic Geometry.
- M. Narasimhan: Moduli Problems in Geometry.
Academic year 2000-2001
Academic year 1999-2000
- E. Aldrovandi : Lie Algebras (Reading Course).
- U. Bruzzo : Introduction to algebraic geometry
- B. Dubrovin : Poisson Geometry
- G. Falqui: The method of Poisson pairs in the theory of nonlinear PDE's (Reading Course).
- C. Reina: Geometry of gauge theory.
- Seminar Course: Hopf algebras, renormalization group, and the Riemann-Hilbert problem. (Run by L. Dabrowski).
Academic year 1998-1999
Academic year 1997-1998
Academic year 1996-1997
- U. Bruzzo: Introduction to algebraic geometry
- M. Carfora: Geometry and statistical mechanics of random surfaces
- G. Dell'Antonio (Rome): Functional analysis and quantum mechanics
- L. Dabrowski: Lie Groups and Quantum Groups
- B. Dubrovin : Algebraic aspects of integrable systems
- G. Falqui: Lie Algebras
- F. Strocchi (SNS-Pisa): Axiomatic Quantum Feld Theory.
- S.L. Woronowicz (Warsaw): Unbounded operators on Hilbert spaces
- Seminar Course : Introduction to Gauge Theories
Academic year 1995-1996
- U. Bruzzo: Introduction to Algebraic Geometry
- M. Carfora: Introduction to Differential Geometry
- L. Dabrowski and G. Falqui: Introduction to Lie Algebras
- G. Dell'Antonio(Rome): Functional analysis and quantum mechanics
- B. Dubrovin: Reflection Groups and Singularity Theory
- C. Reina: Infinite dimensional homogeneous spaces
- G. Sewell (London): C*-algebras and Quantum field theory
- S. Woronowicz (Warsaw): Quantum Groups
- Seminar Course: Algebraic and Geometrical Aspects of Integrable Systems
Academic year 1994-1995
- U. Bruzzo: Introduction to non commutative geometries.
- M. Carfora: Simplicial gravity and dynamical triangulations
- G. Dell'Antonio (Rome and SISSA): Mathematical aspects of Schrödinger operators
- B. Dubrovin: Topics in analytic theory of differential equations
- C. Reina: Geometrical aspects of representation theory
- F. Strocchi (SNS, Pisa): Many Body Systems
- C. Searle (Mexico City): Riemannian geometry
- S. Woronowick (Warsaw): Quantum groups
- L. Dabrowski: Introduction to Quantum Groups
Academic year 1993-1994
- U. Bruzzo (Genova): Donaldson theory
- M. Carfora: Riemannian geometry and Dirac Operators
- G. Dell'Antonio (Rome): Schrödinger Operators
- S. Doplicher (Rome): C*-Algebras and Field Theory
- B. Dubrovin: Introduction to topology
- R. Giachetti (Bologna): Quantum Groups
- F. Guerra (Rome): Statistical Mechanics
- C. Reina: Geometrical Aspects of Representation Theory
- F. Strocchi: Field Theory