论文标题
Lipschitz p-Approximate Schauder框架
Lipschitz p-Approximate Schauder Frames
论文作者
论文摘要
为了使用Lipschitz函数代表Banach空间的子集作为无限序列，我们研究了一种公制帧的变体，我们称之为Lipschitz p-Approximate Schauder框架（Lipschitz p-asfs）。我们使用规范的Schauder基础来表征Lipschitz p-ASF及其双重的经典序列空间。引入和表征Lipschitz P-ASF的相似性。
With the aim of representing subsets of Banach spaces as an infinite series using Lipschitz functions, we study a variant of metric frames which we call Lipschitz p-approximate Schauder frames (Lipschitz p-ASFs). We characterize Lipschitz p-ASFs and their duals completely using the canonical Schauder basis for classical sequence spaces. Similarity of Lipschitz p-ASF is introduced and characterized.
