Q{JZ) = 0 , and we can deduce a series of Jordan matrix block.
Q（Ji）=0,可以求得一系列的约当矩阵块Js。
参考来源 - 非对易torus上的新孤子解·2,447,543篇论文数据，部分数据来源于NoteExpress
为了便于利用现有的正常系统研究结果，运用矩阵的约当分解，将一类广义系统化为正常系统，并保持其可观测性不变。
For the sake of using the research of normal systems easily, descriptor systems are changed into normal systems by using Jordan decomposition of matrixes and their observability is hold on.
基于多处理机平台TMS32 0C80 （C80 ） ，提出并行矩阵乘法和并行高斯约当消元法。
On the basis of the multiprocessor platform, TMS320C80's programmable structure, the parallel matrix multiplication and parallel Gauss Jordan elimination algorithms are introduced.
两个两能级原子置于外部环境(热库)中，当计及原子偶极间的相互作用时，通过研究两个原子约化密度矩阵，分析原子状态消相干规律。
We study a pair of two-level atoms reducible density rectangular array when atoms by dipole-dipole interaction are put in a thermal reservoir. Decoherence of atoms is analyzed.
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