论文标题
关于$β$ - 均匀的$ f $ spaces和quasi-banach空间的正交添加性的稳定性
On the stability of orthogonal additivity in $β$-homogeneous $F$-spaces and quasi-Banach spaces
论文作者
论文摘要
在本文中，我们研究了正交方程的稳定性，该方程与Wlodzimierz Fechner和Justyna Sikorska在2010年在2010年的结果密切相关。我们认为有一些差异，我们考虑了\ b {eta} hymogenos-omogenos-omogenos Norm和Quasi-norm和Quasi-norm和Quasi-norm的目标空间。克服\ b {eta} - 均匀范围和准纳尔瓶瓶颈，我们获得了一些新的结果。
In this paper, we study the stability of the orthogonal equation,which is closely related to the results by Wlodzimierz Fechner and Justyna Sikorska in 2010. There are some differences that we consider the target space with the \b{eta}-homogeneous norm and quasi-norm. Overcoming the \b{eta}-homogeneous norm and quasi-norm bottlenecks, we get some new results.
