## Annina IseliDepartment of MathematicsUniversity of California, Los Angeles (UCLA) Office: MS 6105 Mailing address: UCLA Mathematics Department
Box 951555
Los Angeles, CA 90095-1555 annina.iseli[at]math.ucla.edu I am a postdoctoral researcher at the UCLA Department of Mathematics working with Mario Bonk. I'm intersted in various questions in fractal geometry, dynamics, quasi-conformal and conformal geometry, metric analysis and geometry, and geometric measure theory. My current main research project is concerned with the interplay between fractal geometry and dynamics. In particular, I study postcritically finite branched coverings of the two-sphere (Thurston maps) whose dynamics induce (potentially fractal) metrics on the sphere. A preprint about Thurston obstructions and global curve attractor conjecture for Thurston maps with four postcritical points (joint with M. Bonk and M. Hlushchanka) will be available here shortly. This project is supported by an Early Postdoc Mobility Fellowship of the Swiss National Science Foundation. You can find my CV here. ## Papers and Preprints
5. Marstrand-type projection theorems for linear projections and in normed spaces. Preprint.
(arXiv) ## Conferences 2019
Analysis and Geometry on Metric Spaces and Fractals (AMS Sectional Meeting) , September 14-15, University
of Wisconsin, Madison. ## PhD Thesis
Dimension and projections in normed spaces and Riemannian manifolds, April 2018,
supervised by Prof. Dr. Zoltán Balogh, Mathematical Institute,
University of Bern, Bern, Switzerland |