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- W270194133 abstract "This paper is an introduction to dynamics of dianalytic self-maps of nonorientable Klein surfaces. The main theorem asserts that dianalytic dynamics on Klein surfaces can be canonically reduced to dynamics of some classes of analytic self-maps on their orientable double covers. A complete list of those maps is given in the case where the respective Klein surfaces are the real projective plane, the pointed real projective plane and the Klein bottle." @default.
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- W270194133 date "2004-01-01" @default.
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- W270194133 title "Dynamics of dianalytic transformations of Klein surfaces" @default.
- W270194133 doi "https://doi.org/10.21136/mb.2004.133904" @default.
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