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Stability in possibilistic quadratic programming
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DOI：10.1016/0165-0114(95)00267-7.png)
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We show that possibilistic quadratic programs with crisp decision variables and continuous fuzzy number coefficients are well-posed, i.e. small changes in the membership function of the coefficients may cause only a small deviation in the possibility distribution of the objective function.
Keyword:
possibilistic quadratic programs
modulus of continuity
stability
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2.7
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1.5W
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