K. W. Ohm
Published 2023-05-20Version 1
We prove a restricted projection theorem for an n-2 dimensional family of projections from $\mathbb R^n$ to $\mathbb R$. The family we consider arises naturally in the context of the adjoint representation of the maximal unipotent subgroup of ${\rm SO}(n-1,1)$ on the Lie algebra of ${\rm SO}(n,1)$.
An homotopy of isometries related to a probability density
Weighted maximal inequalities on hyperbolic spaces
Restricted Projections to Lines in $\mathbb{R}^{n+1}$
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