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math.DS2019
Irreducible holonomy groups and Riccati foliations in higher complex dimension
V. León, M. Martelo, B. Scárdua
We study groups of germs of complex diffeomorphisms having a property called irreducibility. The notion is motivated by a similar property of the fundamental group of the complemen…
math.DS2011★ 19 cited
Derived length of solvable groups of local diffeomorphisms
Mitchael Martelo, Javier Ribón
Let be a solvable subgroup of the group $\diff{}{n}$ of local complex analytic diffeomorphisms. Analogously as for groups of matrices we bound the solvable length of by a f…