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ÎÄÌ⣺On relaxed and contraction-proximal point algorithms in hilbert spaces
×÷ÕߣºShuyu Wang
ÆÚ¿¯£ºJournal of Inequalities and Applications

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ÌâÄ¿£ºOn relaxed and contraction-proximal point algorithms in hilbert spaces
×÷ÕߣºShuyu Wang* and Fenghui Wang
* Corresponding author£º Shuyu Wang£¬ shyuwang@163.com
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Wang and Wang: On relaxed and contraction-proximal point algorithms in hilbert spaces.
Journal of Inequalities and Applications 2011 2011:41.
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ÌâÄ¿£ºOn relaxed and contraction-proximal point algorithms in hilbert spaces
×÷ÕߣºShuyu Wang* and Fenghui Wang
* Corresponding author£º Shuyu Wang£¬ shyuwang@163.com
ÆÚ¿¯£ºJournal of Inequalities and Applications
Äê¾íÆÚ£º2011:41 doi:10.1186/1029-242X-2011-41£¨£©
ͻ񻣼We consider the relaxed and contraction-proximal point algorithms in Hilbert spaces. Some conditions on the parameters for guaranteeing the convergence of the algorithm are relaxed or removed. As a result, we extend some recent results of Ceng-Wu-Yao and Noor-Yao.
Á´½Ó£ºhttps://www.journalofinequalitie ... /2011/1/41/abstract
È«ÎÄÁ´½Ó£ºhttps://www.journalofinequalitie ... 29-242X-2011-41.pdf
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