1. Evolution of Quantum States Simultaneously Undergoing Two Kinds of Quantum Noises
- Author
-
An-Peng Wang, Bao-Long Liang, Meng-Yan Wu, Jun-Yi Liu, Xiang-Guo Meng, and Ji-Suo Wang
- Subjects
Normalization (statistics) ,Physics ,Trace (linear algebra) ,Photon ,Physics and Astronomy (miscellaneous) ,Quantum state ,General Mathematics ,Wigner distribution function ,State (functional analysis) ,Statistical physics ,Representation (mathematics) ,Quantum - Abstract
Using the thermal-entangled state representations, we obtain the analytical evolution of quantum states simultaneously undergoing two kinds of quantum noises that can be represented as the infinitive Kraus operator-sum representation. We also prove the normalization and trace preservation of Kraus operators. Besides, we obtain the evolutions of Wigner distribution and photon number distribution of any quantum state when simultaneously passing through two kinds of quantum noises.
- Published
- 2021