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Portfolio Optimization by a Bivariate Functional of the Mean and Variance
Z. Landsman
,
U. Makov
, T. Shushi
Department of Statistics
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peer-review
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Dive into the research topics of 'Portfolio Optimization by a Bivariate Functional of the Mean and Variance'. Together they form a unique fingerprint.
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Keyphrases
Bivariate
100%
Portfolio Returns
100%
Portfolio Optimization
100%
Optimization Problem
50%
Efficient Frontier
50%
Sharpe Ratio
50%
Analytic Solution
25%
Risk Measures
25%
Tail Mean-variance
25%
Optimal Portfolio Selection
25%
Expected Utility Maximization
25%
Expected Shortfall
25%
Portfolio Theory
25%
Two-moment Decision Models
25%
Fractional Programming Problem
25%
Concave Function
25%
Portfolio Variance
25%
Mathematics
Variance
100%
Bivariate
100%
Sharpe Ratio
66%
Concludes
33%
Risk Measure
33%
Closed Form Solution
33%
Mean Variance
33%
Decision Model
33%
Programming Problem
33%
Utility Maximization
33%
Portfolio Theory
33%
Concave Function
33%
Economics, Econometrics and Finance
Portfolio Selection
100%
Utility Maximization
50%
Portfolio Theory
50%