T. Osborn

most citedPolygonal equalities and virtual degeneracy in

L_{p}

-spaces

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.FA2012★ 1 cited

Polygonal equalities and virtual degeneracy in $L_{p}$ -spaces

Casey Lynn Kelleher, Daniel Miller, Trenton Osborn +1

Suppose $0 < p \leq 2$ and that $(Ω, μ)$ is a measure space for which $L_{p} (Ω, μ)$ is at least two-dimensional. The central results of this paper provide a complete description of…

math.FA2011

Strongly non embeddable metric spaces

Casey Lynn Kelleher, Daniel Miller, Trenton Osborn +1

Enflo constructed a countable metric space that may not be uniformly embedded into any metric space of positive generalized roundness. Dranishnikov, Gong, Lafforgue and Yu modified…

Polygonal equalities and virtual degeneracy in Lp​-spaces

Strongly non embeddable metric spaces

Polygonal equalities and virtual degeneracy in $L_{p}$ -spaces