Primitive parabolic permutation representations for finite symplectic groups

Primitive parabolic permutation representations for finite simple orthogonal groups in odd dimensions

“…In [7][8][9][10][11][12][13][14][15], ranks, degrees, subdegrees, and double stabilizers of primitive parabolic permutation representations were computed for all finite simple exceptional groups of Lie type and for finite special linear, unitary, and symplectic groups. Ranks of permutation representations for classical groups B l (q), C l (q), and D l (q) on cosets with respect to maximal parabolic subgroups were determined in [16].…”