Homogeneous compact geometries
L Kramer, A Lytchak - Transformation Groups, 2014 - Springer
HOMOGENEOUS COMPACT GEOMETRIES Page 1 Transformation Groups c Springer
Science+Business Media New York (2014) HOMOGENEOUS COMPACT GEOMETRIES L …
Science+Business Media New York (2014) HOMOGENEOUS COMPACT GEOMETRIES L …
On two nonbuilding but simply connected compact Tits geometries of type C3
A Pasini - … in Incidence Geometry: Algebraic, Topological and …, 2019 - msp.org
A classification of homogeneous compact Tits geometries of irreducible spherical type, with
connected panels and admitting a compact flag-transitive automorphism group acting …
connected panels and admitting a compact flag-transitive automorphism group acting …
[引用][C] Correction to: HOMOGENEOUS COMPACT GEOMETRIES
L Kramer, A Lytchak - Transformation Groups, 2019 - Springer
ERRATUM TO “HOMOGENEOUS COMPACT GEOMETRIES” Page 1 Transformation Groups
c Springer Science+Business Media New York (2019) ERRATUM TO “HOMOGENEOUS …
c Springer Science+Business Media New York (2019) ERRATUM TO “HOMOGENEOUS …