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Definition and Characterization of Geoffrion Proper Efficiency for Real Vector Optimization with Infinitely Many Criteria
Alexander Engau
Research output
:
Contribution to journal
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Article
›
peer-review
15
Citations (Scopus)
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Dive into the research topics of 'Definition and Characterization of Geoffrion Proper Efficiency for Real Vector Optimization with Infinitely Many Criteria'. Together they form a unique fingerprint.
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Mathematics
Proper Efficiency
100%
Vector Optimization
85%
Decision Making
68%
Efficient Points
44%
Weighted Norm
41%
Multi-objective Optimization
41%
Stochastic Optimization
39%
Characterization
35%
Weighted Sums
35%
Relevance
32%
Substitution
32%
Counterexample
28%
Uncertainty
28%
Objective function
28%
Series
20%
Demonstrate
20%
Concepts
17%
Business & Economics
Characterization
53%
Marginal Rate of Substitution
46%
Stochastic Optimization
43%
Practical Relevance
41%
Decision Making under Uncertainty
41%
Multi-objective Optimization
40%
Objective Function
31%
Decision Making
29%
Engineering & Materials Science
Decision making
49%
Substitution reactions
33%
Multiobjective optimization
31%
Uncertainty
21%