Journal article

FLAG-TRANSITIVE EXTENSIONS OF C-N GEOMETRIES


Authors listDELFRA, A; GHINELLI, D; MEIXNER, T; PASINI, A

Publication year1991

Pages253-273

JournalGeometriae Dedicata

Volume number37

Issue number3

ISSN0046-5755

PublisherSpringer


Abstract
We consider locally C(n)-geometries where all planes are circular spaces (i.e., complete graphs). We call them extensions of C(n)-geometries or (c.C(n)) geometries, for short. We give a classification of finite flag-transitive (c.C(n)) geometries when n greater-than-or-equal-to 3. A classification is given also in the case of n = 2 under the hypothesis that residues of points are thick classical generalized quadrangles.



Citation Styles

Harvard Citation styleDELFRA, A., GHINELLI, D., MEIXNER, T. and PASINI, A. (1991) FLAG-TRANSITIVE EXTENSIONS OF C-N GEOMETRIES, Geometriae Dedicata, 37(3), pp. 253-273

APA Citation styleDELFRA, A., GHINELLI, D., MEIXNER, T., & PASINI, A. (1991). FLAG-TRANSITIVE EXTENSIONS OF C-N GEOMETRIES. Geometriae Dedicata. 37(3), 253-273.



Keywords


GRAPHSPOLAR SPACES


SDG Areas


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