Tanya Firsova

collaborators

2 papers

math.CV2015

Geometric proof of the $λ$ -lemma

Eric Bedford, Tanya Firsova

We give a geometric approach to the proof of the $λ$ -lemma. In particular, we point out the role pseudoconvexity plays in the proof.

math.DS2014

$λ$ -Lemma for families of Riemann surfaces and the critical loci of complex Hénon maps

Tanya Firsova, Mikhail Lyubich

We prove a version of the classical $λ$ -lemma for holomorphic families of Riemann surfaces. We then use it to show that critical loci for complex Hénon maps that are small perturba…

Geometric proof of the λ-lemma

λ-Lemma for families of Riemann surfaces and the critical loci of complex Hénon maps

Geometric proof of the $λ$ -lemma

$λ$ -Lemma for families of Riemann surfaces and the critical loci of complex Hénon maps