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Nonlinear $p$ -stable projection conjecture for $1<p<2$
Nonlinear $p$ -stable projection conjecture. With probability at least $1-N^{-(c-2)}$ , for all $x,y\in P$ , if $\lVert x-y\rVert_p=O(\epsilon^2)$ then
opendimension-reduction normed-spaces stable-random-projections
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Nonlinear ppp-stable projection conjecture for 1<p<21<p<21<p<2