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SIAMJO
2008

Linear Regularity for a Collection of Subsmooth Sets in Banach Spaces

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Linear Regularity for a Collection of Subsmooth Sets in Banach Spaces
Using variational analysis, we study the linear regularity for a collection of finitely many closed sets. In particular, we extend duality characterizations of the linear regularity for a collection of finitely many closed convex sets to the possibly nonconvex setting. Moreover the sharpest linear regularity constant can also be dually represented under the subsmoothness assumption. Key words. approximate projection theorem, linear regularity, normal cone, subsmoothness AMS subject classifications. 90C31, 90C25, 49J52, 46B20
Xi Yin Zheng, Kung Fu Ng
Added 14 Dec 2010
Updated 14 Dec 2010
Type Journal
Year 2008
Where SIAMJO
Authors Xi Yin Zheng, Kung Fu Ng
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