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Existence and relaxation for subdifferential inclusions with unbounded perturbation.
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- المؤلفون: Timoshin, Sergey
- المصدر:
Mathematical Programming; Nov2017, Vol. 166 Issue 1/2, p65-85, 21p
- الموضوع:
- معلومة اضافية
- نبذة مختصرة :
We consider a differential inclusion of subdifferential type with a nonconvex and unbounded valued perturbation. Existence and relaxation results are obtained for this inclusion. By relaxation we mean approximation of a solution of the differential inclusion with convexified perturbation by solutions of the given inclusion. The traditional condition of Lipschitz continuity for such kind of problems is weakened and a somehow more appropriate in the context of unbounded valued multifunctions 'truncated' version of it is considered instead. [ABSTRACT FROM AUTHOR]
- نبذة مختصرة :
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