T. Schultz

most citedExistence of optimal transport maps in very strict

C D (K, \infty)

-spaces

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

collaborators

3 papers

math.MG2019★ 1 cited

Equivalent definitions of very strict $C D (K, N)$ -spaces

Timo Schultz

We show the equivalence of the definitions of very strict $C D (K, N)$ -condition defined, on one hand, using (only) the entropy functionals, and on the other, the full displacement c…

math.FA2018

A density result for homogeneous Sobolev spaces on planar domains

Debanjan Nandi, Tapio Rajala, Timo Schultz

We show that in a bounded simply connected planar domain $Ω$ the smooth Sobolev functions $W^{k, \infty} (Ω) \cap C^{\infty} (Ω)$ are dense in the homogeneous Sobolev spaces $L^{k, p} (Ω)$ …

math.MG2017★ 1 cited

Existence of optimal transport maps in very strict $C D (K, \infty)$ -spaces

Timo Schultz

We introduce a more restrictive version of the strict $C D (K, \infty)$ -condition, the so-called very strict $C D (K, \infty)$ -condition, and show the existence of optimal maps in very…

Equivalent definitions of very strict CD(K,N) -spaces

A density result for homogeneous Sobolev spaces on planar domains

Existence of optimal transport maps in very strict CD(K,∞) -spaces

Equivalent definitions of very strict $C D (K, N)$ -spaces

Existence of optimal transport maps in very strict $C D (K, \infty)$ -spaces