제어로봇시스템학회:학술대회논문집
- 1993.10a
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- Pages.168-172
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- 1993
The Worst Performance Analysis of Nnterval Plants : A Conjecture
Interval Plants의 최대평가함수 해석 - 가설
Abstract
As the worst-case analysis for interval plants, a conjecture whether the supremum of the integral of square error(ISE) is attained at the extreme point such as vertices, Kharitonov vertices, CB segment, and edges is suggested. We present a sufficient condition for which the worst performance index occurs at one ofvertices of uncertain parameter space. Numerical examples are also given.
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