Finite rigid sets in curve complexes of nonorientable surfaces
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Üniversitemiz öğretim üyelerinden Prof. Dr. Mustafa Korkmaz’ın yazarları arasında bulunduğu “Finite rigid sets in curve complexes of nonorientable surfaces” başlıklı makale Geometriae Dedicata’da yayınlandı.
A rigid set in a curve complex of a surface is a subcomplex such that every locally injective simplicial map from the set into the curve complex is induced by a homeomorphism of the surface. In this paper, we find finite rigid sets in the curve complexes of connected nonorientable surfaces of genus g with n holes for g+ n≠ 4.