1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.DG1992
Geodesics on spaces of almost hermitian structures
Olga Gil-Medrano, Peter W. Michor
A natural metric on the space of all almost hermitian structures on a given manifold is investigated.
math.DG1992★ 1 cited
The Riemannian manifold of all Riemannian metrics
Olga Gil-Medrano, Peter W. Michor
The space of all Riemannian metrics on a smooth second countable finite dimensional manifold is itself a smooth manifold modeled on the space of symmetric (0,2)-tensor fields with…
math.DG1992
Pseudoriemannian metrics on spaces of bilinear structures
Olga Gil-Medrano, Peter W. Michor, Martin Neuwirther
The space of all non degenerate bilinear structures on a manifold carries a one parameter family of pseudo Riemannian metrics. We determine the geodesic equation, covariant der…