De Marc Abboud
We discuss the following result. If G is a finitely generated nilpotent group acting faithfully on a complex algebraic variety X\, then the dimension of X is larger than the virtual derived length of G\, i.e the minimum of the derived length of the finite index subgroup of G. The proof uses p-adic analysis and p-adic Lie groups method. We show that up to finite index there exists a prime p such that G acts analytically on a p-adic manifold related to X. The study of this action gives the desired bound.
De Jeffrey Diller
De Jeffrey Diller
De Immanuel van Santen
De Marc Abboud
De Adrien Dubouloz
De Andrea Fanelli
De Carolina Araujo
De Carolina Araujo
De Immanuel van Santen
De Ronald Coifman
