论文标题
在花纹空间的扰动上的正式注射器
Orthoprojectors on perturbations of splines spaces
论文作者
论文摘要
我们表明，在某些类型的样条空间扰动上，正to的$ l^\ infty $ norms独立于结序界限。给出了此结果的明确应用，其中之一是正骨喷射器到Chebyshevian样条线空间。
We show that $L^\infty$-norms of orthoprojectors on certain types of perturbations of spline spaces are bounded independently of the knot sequence. Explicit applications of this result are given, one of them being orthoprojectors onto Chebyshevian spline spaces.
