论文标题
开放系统的量子跳跃操作员的稳定性属性
Stability property for the quantum jump operators of an open system
论文作者
论文摘要
我们以有限的维度设置在Lindblad发电机的跳跃操作员方面显示了光谱差距和完整对数常数的连续性属性。我们的方法基于衍生空间的双模块结构以及[Paulsen09]中开发的技术。使用相同的技巧，我们还显示了$ g^2（0）$常数的连续性，用于区分量子光学量的量子和经典灯。
We show the continuity property of spectral gaps and complete Logarithmic constants in terms of the jump operators of Lindblad generators in finite dimensional setting. Our method is based on the bimodule structure of the derivation space and the technique developed in [Paulsen09]. Using the same trick, we also show the continuity of the $g^2(0)$ constant used to distinguish quantum and classical lights in quantum optics.
