最后将新方法与回差矩阵最小奇异值方法进行了比较，验证了该方法的优越性。
Finally, the results are compared with return difference matrix method to illustrate the efficiency of the new method.
研究了一种适于工程实践的多变量稳定裕度法——基于回差矩阵奇异值的稳定裕度分析法。
The margin is evaluated by the minimum singular value of return deference matrix of system.
研究了一种适于工程实践的多变量稳定裕度法——基于回差矩阵奇异值的稳定裕度分析法。
The margin is evaluated by the minimum singular value of return deference matrix of system.
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