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Improving nash social welfare approximations of indivisible goods
Jugal Garg
, Peter McGlaughlin
Industrial and Enterprise Systems Engineering
Siebel School of Computing and Data Science
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Computer Science
Approximation (Algorithm)
100%
Approximation Algorithms
100%
Polynomial Time
100%
Optimal Allocation
100%
Pareto-optimality
100%
Pareto Optimality
100%
Mathematics
Optimality
100%
Polynomial Time
100%
Focal Point
100%
Pareto Optimal
100%
Market Price
100%
Keyphrases
Nash Social Welfare
100%
Indivisible Goods
100%
Approximation Algorithms
12%
Pareto Optimal
12%
Market Value
12%
Optimal Allocation
12%
Market Equilibrium
12%
Market Design
12%
Economic Standards
12%
Pareto Optimality
12%
Economic Concepts
12%
Fairness Metrics
12%
Fair Division
12%
Strongly Polynomial Time
12%
Fairness Notion
12%
Economics, Econometrics and Finance
Social Welfare
100%
Indivisible Goods
100%
Pareto Efficiency
12%
Price
12%