论文标题
可分离的巴拉克空间中的正常和星形瓷砖
Normal and starlike tilings in separable Banach spaces
论文作者
论文摘要
在此注释中，我们在任何可分开的Banach空间中提供了一个类似八哥的瓷砖。这意味着，有正常数R和R（不取决于可分离的Banach空间），因此该平铺的每个瓷砖都恒星型，包含一个半径R的球，并包含在Radius R的球中。
In this note, we provide a starlike and normal tiling in any separable Banach space. That means, there are positive constants r and R (not depending on the separable Banach space) such that every tile of this tiling is starlike, contains a ball of radius r and is contained in a ball of radius R.
