QTE：量子输运方程

“Quantum Transport Equation”在物理学等学术研究领域中被广泛使用，其标准缩写为QTE。采用缩写形式不仅便于书写和引用，也提升了学术交流的效率。这一术语的中文对应为“量子输运方程”，主要用于描述微观粒子在势场中的输运行为，是凝聚态物理和纳米电子学中的重要理论基础。

In this paper, the classical transport equation of gluons in QGP is set up and the relations between it and the quantum transport equation of gluons as well as the classical transport equation of quarks are discussed.
建立了夸克胶子等离子体中胶子的经典输运方程，并讨论了它与胶子的量子输运方程(QTE)以及它与夸克的经典输运方程之间的关系。
Classical Transport Equation of Quarks Consistent With Quantum Transport Equation(QTE)
与量子输运方程(QTE)相一致的夸克经典输运方程
Quantum transport equation for spin glass systems
自旋玻璃系统的量子输运方程(QTE)
At the level of self-consistent Born approximation, the quantum transport of coupled dots under random voltages is studied by the quantum transport master equation.
结合自洽玻恩近似，用量子输运主方程理论研究了串联双量子点在任意电压下的输运问题。
Secondly, we introduce the quantum master equation and the particle-number-resolved quantum master equation method of mesoscopic transport in detail based on Liouville equation, and expound the basic thought of the full count statistics theory as well as its application in mesoscopic transport.
接着基于刘维尔方程详细介绍了研究介观输运的量子主方程方法和粒子数分辨的量子主方程方法，并阐述了全计数统计理论的基本思想及其在介观输运中的应用。

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