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Strict Fejér Monotonicity by Superiorization of Feasibility-Seeking Projection Methods
Yair Censor
, Alexander J. Zaslavski
Department of Mathematics
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peer-review
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Dive into the research topics of 'Strict Fejér Monotonicity by Superiorization of Feasibility-Seeking Projection Methods'. Together they form a unique fingerprint.
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Keyphrases
Constrained Minimization Problem
100%
Feasibility-seeking
100%
Superiorization
100%
Projection Method
100%
Superiorization Methodology
50%
Dynamic String-averaging Projections
50%
Monotone
25%
Constraint Set
25%
Feasibility-seeking Algorithms
25%
Projection Algorithm
25%
Solution Set
25%
Objective Function Value
25%
Original Problem
25%
Limit Point
25%
Convex Constraints
25%
Feasible Region
25%
Variable Weight
25%
Mathematics
Constrained Minimization Problem
100%
Projection Method
100%
Feasible Point
66%
Main Result
33%
Objective Function
33%
Function Value
33%
Constrained Minimization
33%
Solution Set
33%
Limit Point
33%
Feasible Region
33%
Weight Variable
33%
Computer Science
Minimization Problem
100%
Feasible Point
66%
Objective Function
33%
Constraint Set
33%
Function Value
33%
Seeking Algorithm
33%
Convex Constraint
33%
Feasible Region
33%
Limit Point
33%
Economics, Econometrics and Finance
Projection Method
100%