Towards bilipschitz extension from euclidean separated nets of general dimension
Towards bilipschitz extension from euclidean separated nets of general dimension
We provide a foundation for an approach to the open problem of bilipschitz extendability of mappings defined on a Euclidean separated net. In particular, this allows for the complete positive solution of the problem in dimension two. Along the way, we develop a set of tools for bilipschitz extensions of mappings between subsets of Euclidean spaces.
Michael Dymond、Vojtěch Kaluža
数学
Michael Dymond,Vojtěch Kaluža.Towards bilipschitz extension from euclidean separated nets of general dimension[EB/OL].(2025-07-29)[2025-08-11].https://arxiv.org/abs/2507.22007.点此复制
评论