This work proves that the supremum approximation achievable with polynomially many value queries and worst-case constant recourse is 1-1/e-\varepsilon, and determines the exact curvature-dependent threshold $1-(\sqrt2-1)\vartheta$ for weighted coverage with weighted coverage with $O(\varepsilon^{-1})$ recourse.
Restricted eigenvalue (RE) bounds govern stable recovery by norm-regularized estimators. For isotropic sub-Gaussian measurements, the benchmark sample size is $1+w(A)^2$, where $w(A)$ is the Gaussian width of the normalized descent cone. The COLT 2015 open-problem note (Banerjee et al., 2015) asked whether the same law...
Shi Fu, Hui-Bo Xu, Qi-Xin Zhang et al.· 0 citations
The stochastic Pauli-path simulator (SPPS), a computational framework for large-scale quantum optimization that enables unbiased stochastic gradient estimation via Pauli-path sampling across optimization iterations, is proposed.
Kai-Ning Zhang, Xin-Biao Wang, Kun-Sheng Li et al.· 0 citations
This analysis identifies a common obstruction: cheap nuisance interpolation causes the refit to underweight the truly predictive coordinate, and an exact target-mass identity and a two-sign argument turn this effect into clipped prediction loss.
Huibo Xu, Shi Fu, Qixin Zhang et al.· 0 citations
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