论文标题

用于操作员的Bohr现象具有固定初始系数的值

Bohr phenomenon for operator valued functions with fixed initial coefficient

论文作者

Bhowmik, Bappaditya, Das, Nilanjan

论文摘要

本文的目的是研究涉及操作员有价值函数系数的绝对值的BOHR不平等。更具体地说,我们建立了一个具有固定初始系数的标量值函数的经典结果的经典结果的有价值的类似物。除此之外,还获得了其他相关和众所周知结果的价值版本。

The purpose of this article is to study Bohr inequalities involving the absolute values of the coefficients of an operator valued function. To be more specific, we establish an operator valued analogue of a classical result regarding the Bohr phenomenon for scalar valued functions with fixed initial coefficient. Apart from that, operator valued versions of other related and well known results are obtained.

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