The problem of whether there exists a real polynomial such that the division of any element, which is in a stable Kharitonov set, by the polynomial is strict positive real functions is discussed.
讨论稳定的实区间多项式族是否存在一个实多项式使之严格正实化问题。
The problem of whether there exists a real polynomial such that the division of any element, which is in a stable Kharitonov set, by the polynomial is strict positive real functions is discussed.
讨论稳定的实区间多项式族是否存在一个实多项式使之严格正实化问题。
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