论文标题
Edelstein令人惊讶的仿射等距
Edelstein's Astonishing Affine Isometry
论文作者
论文摘要
1964年，迈克尔·埃德尔斯坦（Michael Edelstein）提出了一个惊人的仿射等静脉测量，该静脉静电率作用于正方形序列的空间。该操作员没有固定点，而是一个副轨，它会收敛到0，而另一个在Norm中逃到了无穷大！我们重新审视，扩展并锐化了他的建筑。此外，我们绘制了与现代优化和单调操作器理论的联系。
In 1964, Michael Edelstein presented an amazing affine isometry acting on the space of square-summable sequences. This operator has no fixed points, but a suborbit that converges to 0 while another escapes in norm to infinity! We revisit, extend and sharpen his construction. Moreover, we sketch a connection to modern optimization and monotone operator theory.
