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It is proved in this paper that to every underdetermined linear system $Ax=b$there corresponds a constant $p(A,b)>0$ such that every solution to the$l_p$-norm minimization problem also solves the $l_0$-norm minimization problemwhenever $0<p<p(A,b)$. This phenomenon is named $NP/CLP$ equivalence.

$NP/CLP$ Equivalence: A Phenomenon Hidden Among Sparsity Models for Information Processing