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Past talks in Working Seminar on Complex Dynamics

Categories: Working Seminar on Complex Dynamics


2013
18.11.13   Newton's method on Bring-Jerrard polynomialsIMUB-Universitat de Barcelona Toni Garijo Real
11.11.13   On a particular solution of the Hurwitz problemIMUB-Universitat de BarcelonaSébastien Godillon
04.11.13   Homotopies and index: finding fixed points of holomorphic maps. Part IIIMUB-Universitat de BarcelonaNuria Fagella
28.10.13   Homotopies and index: finding fixed points of holomorphic mapsIMUB-Universitat de BarcelonaNuria Fagella
21.10.13   The (3n+1)-problem and holomorphic dynamicsIMUB-Universitat de BarcelonaXavier Jarque
07.10.13   Trees associated with the configuration of Herman rings. Part IIIMUB-Universitat de BarcelonaJordi Canela
30.09.13   Trees associated with the configuration of Herman ringsIMUB-Universitat de BarcelonaJordi Canela
18.09.13   No unexpected wandering domains for Bishop's example. Part II IMUB - Universitat de BarcelonaSébastien Godillon
16.09.13   No unexpected wandering domains for Bishop's exampleIMUB-Universitat de BarcelonaSébastien Godillon
16.07.13   Non existence of wandering domains and hyperbolic geometry. Part IIIIMUB-Universitat de BarcelonaXavier Jarque
12.07.13   Non existence of wandering domains and hyperbolic geometry. Part IIIMUB - Universitat de BarcelonaXavier Jarque
02.07.13   Non existence of wandering domains and hyperbolic geometryIMUB-Universitat de BarcelonaXavier Jarque
04.06.13   Necessary arithmetic conditions for existence of rational maps with prescribed dynamicsIMUB-Universitat de BarcelonaSébastien Godillon
28.05.13   Constructing entire functions by quasiconformal folding. Part XVIMUB-Universitat de BarcelonaXavier Jarque
14.05.13   Antipolynomial-like MappingsIMUB-Universitat de BarcelonaJordi Canela
07.05.13   Perturbation and counting of non-repelling cycles. Part IIIMUB-Universitat de BarcelonaNuria Fagella
30.04.13   Perturbation and counting of non-repelling cyclesIMUB-Universitat de BarcelonaNuria Fagella
23.04.13   On the Number of Herman Rings of a Rational Function. Part II.IMUB-Universitat de BarcelonaJordi Canela
16.04.13   On the Number of Herman Rings of a Rational FunctionIMUB-Universitat de BarcelonaJordi Canela
02.04.13   Counterexamples to (the strong form of) Eremenko's conjecture. Part IIIMUB-Universitat de BarcelonaDavid Martí
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