论文标题
随机量子动力学半群的大量定律
Law of Large Numbers for Random Quantum Dynamical Semigroups
论文作者
论文摘要
我们介绍了均匀连续的随机量子动力学半群的大量原理定律。这些半群的独立副本的随机迭代被证明是平均发电机等于量子动态半群的切尔诺夫。
We present a Law of Large Numbers principle for uniformly continuous random quantum dynamical semigroups. Random iterates of independent copies of these semigroups are shown to be Chernoff equivalent to the quantum dynamical semigroup by the average generator.
