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On approximation and energy estimates for delta 6-convex functions

机译:关于δ6凸函数的逼近和能量估计

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The smooth approximation and weighted energy estimates for delta 6-convex functions are derived in this research. Moreover, we conclude that if 6-convex functions are closed in uniform norm, then their third derivatives are closed in weighted (L^{2})-norm.
机译:这项研究得出了δ6凸函数的平滑逼近和加权能量估计。此外,我们得出的结论是,如果6个凸函数以统一范数闭合,则它们的三阶导数将以加权(L ^ {2} )范数闭合。

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