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<i>q</i>‐hyperelliptic compact nonorientable Kleinsurfaces without boundary
Let X be a nonorientable Klein surface (KS in short), that is a compact nonorientable surface with a dianalytic structure defined on it. A Klein surface X is said to be q ‐ hyperelliptic if and only if there exists an involution Φ on X (a dianalytic homeomorphism of order …