Kealey Dias

Kealey Dias


Main areas of interest include holomorphic dynamical systems, whose analysis requires tools from the theory of univalent functions and Riemann surface theory including conformal and quasi-conformal mapping. Focus is on meromorphic vector fields , the classification of their global structure, and stratification of parameter space. This involves characterizing the global structure for a particular vector field by defining a set of combinatorial and analytic invariants, decomposing the parameter space of families of such vector fields, and describing the possible bifurcations.

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  • Journal of Difference Equations and Applications

    ISSNs: 1023-6198

    Additional searchable ISSN (Electronic): 1563-5120

    Taylor & Francis, United Kingdom

    BFI (2018): BFI-level 1, Scopus rating (2017): SJR 0.45 SNIP 0.849, ISI indexed (2013): ISI indexed yes, Web of Science (2018): Indexed yes

    Central database


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ID: 2097995