Browsing by Subject "EQUILIBRIUM PROBLEMS"
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Item A GENERALIZATION OF AMINI-HARANDI'S FIXED POINT THEOREM WITH AN APPLICATION TO NONLINEAR MAPPING THEORY(HOUSE BOOK SCIENCE-CASA CARTII STIINTA) Özkan, K; Gürdal, U; Mutlu, AWe introduce a new fixed point theorem on complete metric spaces, which generalizes some former results, and we apply this to obtain a surjectivity theorem for Gateaux differentiable mappings between Banach spaces.