2 citations · 2 across the 3 of their papers we have counts for
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math.GT2013
Affine Maps Between CAT(0) Spaces
Hanna Bennett, Christopher Mooney, Ralf Spatzier
We study affine maps between CAT(0) spaces with geometric actions, and show that they essentially split as products of dilations and linear maps (on the Euclidean factor). This ext…
math.GT2004★ 2 cited
Totally Geodesic Seifert Surfaces in Hyperbolic Knot and Link Complements II
Colin Adams, Hanna Bennett, Christopher Davis +4
We generalize the results of [AS], finding large classes of totally geodesic Seifert surfaces in hyperbolic knot and link complements, each the lift of a rigid 2-orbifold embedded…
math.GT2004
Totally Geodesic Seifert Surfaces in Hyperbolic Knot and Link Complements I
Colin Adams, Eric Schoenfeld
The first examples of totally geodesic Seifert surfaces are constructed for hyperbolic knots and links, including both free and totally knotted surfaces. Then it is proved that two…