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We are dealing with domains of the complex plane which are not symmetric in common sense, but support fixed point free antianalytic involutions. They are fundamental domains of different classes of analytic functions and the respective involutions are obtained by composing their canonical projections onto the complex plane with the simplest antianalytic involution of the Riemann sphere. What we obtain are hidden symmetries of the complex plane. The list given here of these domains is far from exhaustive.

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Injetividade do Funcional Dirichlet-Neumann Elítico via Matemática Intervalar

Mendoza

Rojas

Campos

et al. 2009

TEMA - Tendências Em Matemática Aplicada E Computacional

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Cited by 4 publications

References 8 publications

Injectivity of the Dirichlet-to-Neumann Functional and the Schwarzian Derivative

Injectivity of the Dirichlet-to-Neumann Functional and the Schwarzian Derivative

Hidden Symmetries of Complex Analysis

Injetividade do Funcional Dirichlet-Neumann Elítico via Matemática Intervalar

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