For a discrete system it was shown by F. Kraus et al. (1989) using the edge theorem that approximately half of the edges of a Kharitonov box have to be checked for Schur stability. In this paper it is shown that a large reduction of the number of edges can be obtained by using the geometry of the value set as well as the result of A. C. Bartlett et al. (1988). The minimum number of edges for Schur stability is determined.
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机译：对于一个离散的系统，它由F. Kraus等人显示。 （1989）使用边缘定理，即必须检查施尔提多诺夫盒的大约一半的边缘以进行舒尔稳定性。在本文中，示出了通过使用值设定的几何形状以及A. C. Bartlett等人的结果，可以获得大的边缘数量的大。 （1988）。确定SCUR稳定性的最小边缘数。
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