Continuality of set of biLipschitz classes in Euclidean space
The main result of this paper is Theorem. For every integer $d\geqslant 2$ the set of biLipschitz classes in $\mathbb{E}^d$ has cardinality continuum.
math.MG↗
arXiv subjects
Publications and source records attributed to Magazinov Alexander.
The main result of this paper is Theorem. For every integer $d\geqslant 2$ the set of biLipschitz classes in $\mathbb{E}^d$ has cardinality continuum.