Miroslava Valíková

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The notion of a multi-valued function is frequent in complex analysis and related fields. A graph of such a function helps to inspect the function, however, the methods working with single-valued functions can not be applied directly. To visualize such a type of function, its Riemann surface is often used as a domain of the function. On such a surface, a(More)
The topology and structure of the ADE singularities in terms of their topological invariants are recalled. A representation of these curves as Riemann surfaces is used to propose a novel technique of visualization of multivalued complex functions. Here, not only the entire domain is displayed, but also the method of domain coloring is extended via utilizing(More)
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