摘要
本文研究了L(IR)中的卷积函数类在L_2(IR)中的平均σ-K宽度且得到一些精确结果.同时,对非卷积情形,得到一些渐近结果.
in this paper, we study the average σ- K widths of the convolution classesof functions of L(IR) in L ̄2 (IR) and obtain some exact results. Meanwhile, for the non-convolution case, we also obtain some asymptotic results.
关键词
卷积函数
平均σ-K宽度
average σ- K width, optmal subspace, average dimension, convolutionclass .