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In this paper, we consider a hybrid projection algorithm for a pair of inverse-strongly monotone mappings and a quasi-Φ-nonexpansive mapping. Strong convergence theorems are established in the framework of Banach spaces.
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참고문헌 (19)
참고문헌 신청
B. Beauzamy / 1985 / Introduction to Banach Spaces and Their Geometry in North-Holland Mathematics Studies, 68. Notas de Matematica [Mathematical Notes], 86 / North-Holland Publishing Co
D. Butnariu / 2001 / Asymptotic behavior of relatively nonexpansive operators in Banach spaces / J. Appl. Anal 7 (2) : 151 ~ 174
D. Butnariu / 2003 / Weak convergence of orbits of nonlinear operators in reflexive Banach spaces / Numer. Funct. Anal. Optim 24 (5) : 489 ~ 508
H. Iiduka / 2008 / Strong convergence studied by a hybrid type method for monotone operators in a Banach space / Nonlinear Anal 68 (12) : 3679 ~ 3688
H. Zegeye / 2009 / Strong convergence theorems for monotone mappings and relatively weak nonexpansive mappings / Nonlinear Anal 70 (7) : 2707 ~ 2716
D. Butnariu / 2001 / Asymptotic behavior of relatively nonexpansive operators in Banach spaces / J. Appl. Anal 7 (2) : 151 ~ 174
D. Butnariu / 2003 / Weak convergence of orbits of nonlinear operators in reflexive Banach spaces / Numer. Funct. Anal. Optim 24 (5) : 489 ~ 508
H. Iiduka / 2008 / Strong convergence studied by a hybrid type method for monotone operators in a Banach space / Nonlinear Anal 68 (12) : 3679 ~ 3688
H. Zegeye / 2009 / Strong convergence theorems for monotone mappings and relatively weak nonexpansive mappings / Nonlinear Anal 70 (7) : 2707 ~ 2716
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