1 - Multiplicative invariant theory |
2 - Theory of operator algebra. I |
3 - Algebraic theory of locally nilpotent derivations |
4 - Theory of operator algebras. II |
5 - Algebra II : noncommutative rings, identities |
6 - Algebra IV : infinite groups, linear groups |
7 - Algebra VII : Combinatorial group theory applications to geometry |
8 - Analysis IV : Linear and boundary integral equations |
9 - Classification of nuclear C*algebras : Entropy in operator algebras |
10 - Computational invariant theory |