Geometric proof of the $\lambda$-lemma
Eric Bedford, Tanya Firsova
TL;DR
This paper presents a geometric method for proving the λ-lemma, emphasizing the significance of pseudoconvexity in the proof process.
Contribution
It introduces a novel geometric approach to the λ-lemma proof, highlighting the role of pseudoconvexity.
Findings
Pseudoconvexity is crucial in the geometric proof.
The approach offers new insights into complex dynamics.
The proof simplifies understanding of the λ-lemma.
Abstract
We give a geometric approach to the proof of the -lemma. In particular, we point out the role pseudoconvexity plays in the proof.
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Taxonomy
TopicsMathematics and Applications · Point processes and geometric inequalities · Functional Equations Stability Results