Through comparison between theory proof and simulation, we find the approximation method is feasible in linear time invariant (LTI) system of concentration and distribution parameter.
通过理论推导与仿真结果的对比可知，数据关联抖动估算方法对线性时不变的集总参数，分布参数系统均是可行的。
Time limit of proof is one of the focuses of the evidence system.
举证时限制度是证据制度中的焦点问题之一。
The related proof of such a kind of discrete-time singular bilinear systems may be regarded as the extension of the normal discrete-time bilinear system.
对于这一类离散广义双线性系统有关理论的证明，可以看作是正常离散广义双线性系统的拓广。
应用推荐