The problem of sparse interpolation with arbitrary orthogonal bases can be regarded as a generalization of sparse interpolation with the Chebyshev basis.In
We examine the problem of discovering a sparse polynomial from noisy samples at chosen points.Recent progress in efficient sparse interpolation algorithms o
Aim: Our previous research shows,embryonic 11.5(E11.5)of mice was an important time node for 13 nm gold nanoparticles(GNPs)on their transplacental transfer,
Titanium dioxide nanoparticles(TiO2 NPs)have potential applications as food additives,but concerns persist about their safety.[1,2] The current studies main
It is generally believed that cytotoxicity of QDs mostly comes from the release of toxic heavy metal ions(e.g.,Cd 2+,Pb 2+),which is largely dependent on th
Uncontrolled growth and metastasis are two fatal hallmarks of malignant tumors,which represent the dominant challenges for clinical cancer therapy.[1,2] The
Porous aluminum with high surface area for aluminum electrolytic capacitors was obtained by etching aluminum foils in hot hydrochloric acid solution under d