Few distance sets in ${\ell }_p$ spaces and ${\ell }_p$ product spaces

Richard Chen, Feng Gui, Jason Tang +1

Kusner asked if $n+1$ points is the maximum number of points in ${\mathbb{R}}^n$ such that the ${\ell }_p$ distance $(1<p<\infty )$ between any two points is $1$. We present an improveme…