论文标题
lorentz-shimogaki-razy-cwikel定理重新审视
Lorentz-Shimogaki-Arazy-Cwikel Theorem Revisited
论文作者
论文摘要
我们为Lorentz-Shimogaki和Arazy-Cwikel定理提供了一种新方法，该定理涵盖了$ p，q \ in（0，\ infty] $的所有范围，用于功能空间和序列空间。作为副产品，我们解决了Levitina的猜想和最后两位作者。
We present a new approach to Lorentz-Shimogaki and Arazy-Cwikel Theorems which covers all range of $p,q\in (0,\infty]$ for function spaces and sequence spaces. As a byproduct, we solve a conjecture of Levitina and the last two authors.
