2 citations · 3 across the 8 of their papers we have counts for
4 papers · 1 filter
Flat extensions of principal connections and the Chern-Simons -form
Andreas Čap, Keegan J. Flood, Thomas Mettler
We introduce the notion of a flat extension of a connection on a principal bundle. Roughly speaking, admits a flat extension if it arises as the pull-back of a component of…
Canonical curves and Kropina metrics in Lagrangian contact geometry
T. Ma, K. J. Flood, V. S. Matveev +1
We present a Fefferman-type construction from Lagrangian contact to conformal structures and examine several related topics. In particular, we concentrate on describing the canonic…
Geometry of solutions to the c-projective metrizability equation
Keegan J. Flood, A. Rod Gover
On an almost complex manifold, a quasi-Kähler metric, with canonical connection in the c-projective class of a given minimal complex connection, is equivalent to a non-degenerate s…
Metrics in projective differential geometry: the geometry of solutions to the metrizability equation
Keegan J. Flood, A. Rod Gover
Pseudo-Riemannian metrics with Levi-Civita connection in the projective class of a given torsion free affine connection can be obtained from (and are equivalent to) the maximal ran…