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Articles by L.Rempe

Articles 1 to 14 of 14

1. [abs] [pdf] [ps] arXiv:0802.0666 Absence of line fields and Mañé's theorem for non-recurrent transcendental functions. Lasse Rempe, Sebastian van Strien. math.DS (math.CV).
2. [abs] [pdf] [ps] arXiv:0712.4267 Hyperbolic dimension and radial Julia sets of transcendental functions. Lasse Rempe. math.DS (math.CV).
3. [abs] [pdf] [ps] arXiv:0704.3213 Dynamic rays of bounded-type entire functions. Günter Rottenfußer, Johannes Rückert, Lasse Rempe, Dierk Schleicher. Stony Brook IMS Preprint #2007/05. math.DS (math.CV math.GN).
4. [abs] [pdf] [ps] math/0610453 On a question of Eremenko concerning escaping components of entire functions. Lasse Rempe. Bull. London Math. Soc. 39 (2007), no. 4, 661 - 666. math.DS (math.CV).
5. [abs] [pdf] [ps] math/0605058 Rigidity of escaping dynamics for transcendental entire functions. Lasse Rempe. math.DS (math.CV).
6. [abs] [pdf] [ps] math/0511588 On Nonlanding Dynamic Rays of Exponential Maps. Lasse Rempe. Ann. Acad. Sci. Fenn. Math. 32 (2007), no. 2, 353--369. math.DS (math.CV).
7. [abs] [pdf] [ps] math/0408041 Siegel Disks and Periodic Rays of Entire Functions. Lasse Rempe. math.DS.
8. [abs] [pdf] [ps] math.DS/0408011 Combinatorics of Bifurcations in Exponential Parameter Space. Lasse Rempe, Dierk Schleicher. math.DS (math.CV).
9. [abs] [pdf] [ps] math/0311480 Bifurcations in the Space of Exponential Maps. Lasse Rempe, Dierk Schleicher. Stony Brook IMS Preprint #2004/03. math.DS (math.CV).
10. [abs] [pdf] [ps] math/0311427 Classification of Escaping Exponential Maps. Markus Förster, Lasse Rempe, Dierk Schleicher. Proc. Amer. Math. Soc. 136 (2008), 651-663. math.DS (math.CV).
11. [abs] [pdf] [ps] math/0309107 Topological Dynamics of Exponential Maps on their Escaping Sets. Lasse Rempe. Ergodic Theory and Dynam. Systems 26 (2006), No. 6, 1939-1975. math.DS (math.CV).
12. [abs] [pdf] [ps] math/0309022 Prime Ends and Local Connectivity. Lasse Rempe. math.GN (math.DS).
13. [abs] [pdf] [ps] math/0307371 A Landing Theorem for Periodic Rays of Exponential Maps. Lasse Rempe. Proc. Amer. Math. Soc. 134 (2006), 2639-2648.. math.DS (math.CV).
14. [abs] [pdf] [ps] math/0307174 An answer to a question of Herman, Baker and Rippon concerning Siegel disks. Lasse Rempe. Bull. London Math. Soc. 36 (2004), no. 4, 516-518. math.DS (math.CV).

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