Strong Convergence Theorems by Shrinking Projection Methods for Class "Equation missing" Mappings
Qiao‐Li Dong, Songnian He, Fang Su · Fixed Point Theory and Applications · 2011
Abstract We prove a strong convergence theorem by a shrinking projection method for the class of "Equation missing" mappings. Using this theorem, we get a new result. We also describe a shrinking projection method for a nonexpansive mapping on Hilbert spaces, which is the same as that of Takahashi et al. (2008).