Dual affine connections on regular hyperband
Let \(H_m\) be a normalized hyperband in \(n\)-dinensional projective space, \(m<n-1\). Using the moving-frame method in the form developed by G. F. Laptev, the author constructs several affine connections associated to \(H_m\) and characterizes some geometric properties of \(H_m\) in terms of these connections.
scientific article; zbMATH DE number 1541526