Kealey Dias

Kealey Dias

(Former)

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 (2017): BFI-level 1, Scopus rating (2015): SJR 0.828 SNIP 0.908, ISI indexed (2013): ISI indexed yes

    Central database

    Journal

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ID: 2097995