1 - Basic number theory |
2 - Finite fields |
3 - Algebraic numbers and algebraic functions - 4th printing |
4 - Class field theory. From theory to practice |
5 - Cohomology of number fields |
6 - Computational aspects of modular forms and Galois representations : how one can compute in polynomial time the value of Ramanujan's tau at a prime |
7 - Differential topology and quantum field theory |
8 - Gauge field theory and complex geometry |
9 - Gauge fields, knots and gravity |
10 - Homotopy quantum field theory |