Minimizing certain convex functions over the intersection of the fixed point sets of nonexpansive mappings - DEUTSCH, F; YAMADA, I (Numerical functional analysis and optimization, 1998)
Keywords: 1991 Mathematics Subject Classification 47H09; 1991 Mathematics Subject Classification 47H10; 1991 Mathematics Subject Classification 49M45; 1991 Mathematics Subject Classification 65K05; 1991 Mathematics Subject Classification 65K10; 1991 Mathematics Subject Classification 90C25; 1991 Mathematics Subject Classification 90C30; best approximation; Calculus of variations and optimal control; convex feasibility problem; convex optimization; convex projection; Exact sciences and technology; fixed point theorem; generalized convex feasible set; Mathematical analysis; Mathematics; nonexpansive mapping; quadratic function; Sciences and techniques of general use; steepest descent method; Convex hull; Convex set; Fix point; Metric space; Function minimization; Hilbert space; Convex function; Algorithm