论文标题
加权Sobolev类的线性宽度具有最高条件和零导数的条件
Linear widths of weighted Sobolev classes with conditions on the highest order and zero derivatives
论文作者
论文摘要
在本文中，获得了某些函数类的线性宽度的估计；这些类是由对r-therivative的加权$ l_ {p_1} $的限制定义的，以及加权$ l_ {p_0} $ - 零导数的标准。
In this paper order estimates for the linear widths of some function classes are obtained; these classes are defined by restrictions on the weighted $L_{p_1}$-norm of the r-th derivative and the weighted $L_{p_0}$-norm of zero derivative.
