Considering the quantum correction, the reaction rate constants were calculated using classical transition state theory.
利用经典过渡态理论，考虑量子化矫正，计算了反应的速率常数。
The expression of quantum correction of the multidimensional fission rate at finite temperature is obtained by a path integral method.
用路径积分方法得到了有限温度下多维量子裂变速率的表达式。
In this paper we briefly introduce some basic concepts of quantum computing which include quantum entanglement, quantum bit, quantum register, quantum parallel computing and quantum error correction.
本文简要地介绍量子计算的一些基本概念：量子纠缠、量子位、量子寄存器、量子并行计算和量子纠错。
We present a quantum error correction scheme based on quantum cloning.
提出了一种基于量子克隆的量子编码和纠错方案。
The effective potential correction was used in 3d Monte Carlo simulation of nanoscale MOSFETs to deal with quantum mechanical effects. A parallel algorithm based on PC clusters was proposed.
为了处理纳米mos场效应管的量子效应，在蒙特卡罗模拟中引入有效势量子修正，并提出了基于PC机群的三维并行模拟算法。
So far, the theory of quantum error-correction coding has become more and more perfect. Many corresponding methods of classical coding techniques have been found in quantum field.
目前量子纠错编码理论已日趋完善，许多经典的编码技术在量子领域中都可以找到相应的编码方法。
As a kind of quantum coding scheme, quantum error-correction coding is the foundation of realization of quantum communication and quantum computation.
量子纠错编码作为其中的一种量子编码方案，是量子通信和量子计算实用化的基础。
As a kind of quantum coding scheme, quantum error-correction coding is the foundation of realization of quantum communication and quantum computation.
量子纠错编码作为其中的一种量子编码方案，是量子通信和量子计算实用化的基础。
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