5 citations · 8 across the 10 of their papers we have counts for
6 papers · 1 filter
An explicit description of the Kähler-Einstein metrics of Guenancia-Hamenstädt
Jean-François Lafont, Barry Minemyer
Fine and Premoselli (FP) constructed the first examples of manifolds that do not admit a locally symmetric metric but do admit a negatively curved Einstein metric. The manifolds he…
Warped product metrics on hyperbolic and complex hyperbolic manifolds
Barry Minemyer
In this paper we study warped-product metrics on manifolds of the form , where denotes either or , and is a totally g…
Kähler manifolds with an almost -pinched metric
Barry Minemyer
In this paper we construct an almost negatively -pinched Riemannian metric on a class of compact manifolds recently discovered by Stover and Toledo in [17]. It is known that t…
Synthetic Geometry in Hyperbolic Simplices
Andrew Clickard, Barry Minemyer
Let be an -simplex and let be a metric on with constant curvature . The lengths that assigns to the edges of , along with the value of , uniquely determ…
Real hyperbolic hyperplane complements in the complex hyperbolic plane
Barry Minemyer
This paper studies Riemannian manifolds of the form , where is a complete four dimensional Riemannian manifold with finite volume whose metric is modeled on th…
Approximating continuous maps by isometries
Barry Minemyer
The Nash-Kuiper Theorem states that the collection of -isometric embeddings from a Riemannian manifold into is -dense within the collection of all sm…