有关算符的统计平均值随时间的演化满足一个封闭的一阶线性微分方程组。
The statistical average values of some relevant operators satisfy a set of differential equations of the first order.
具体研究了在这种奇偶相干态中正交算符的任意阶压缩性质。
In particular, the arbitrary higher order squeezing of the quadrature operators in these states is studied.
在分析已知各类DNA的图形表示模式的基础上，提出一种DNA序列的“双符三阶”图形编码，并以此对一些特异DNA编码序列进行分析。
After analyzing different formats of DNA graphic representations, a new graphic coding pattern for DNA sequence with binote and tristave method was suggested.
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