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Search: subject:"CVaR approximation"
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CVaR approximation
4
Theorie
3
Theory
3
Mathematical programming
2
Mathematische Optimierung
2
Ambiguous risk
1
Benders decomposition
1
Chance constraint
1
Cobb-Douglas production function
1
Cobb-Douglas-Produktionsfunktion
1
Decomposition method
1
Dekompositionsverfahren
1
Distributionally robust optimization
1
Flow shop scheduling
1
Hazardous products
1
Incomplete information
1
Lieferkette
1
MECM
1
Nachhaltigkeit
1
Risiko
1
Risikomanagement
1
Risk
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Risk management
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Robust statistics
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Robustes Verfahren
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Scheduling problem
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Scheduling-Verfahren
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Supply chain
1
Sustainability
1
Sustainable supply chain
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Unvollkommene Information
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distributional robust optimization
1
extended supporting hyperplane
1
human-robot collaboration
1
joint chance-constrained programming
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minimax
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robust optimization
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sample average approximation
1
semi-infinate programming
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Anderson, Edward
1
Ji, Ying
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Liu, Yankui
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Ma, Yifan
1
Qu, Shaojian
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Wang, Duo
1
Wang, Jinpei
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Xu, Huifu
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Xuejie, Bai
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Zhang, Junlong
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Business School, University of Sydney
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Group decision and negotiation
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International journal of production research
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Transportation research : an international journal
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ECONIS (ZBW)
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Building sustainable hazardous products supply chain against ambiguous risk with accelerated Benders decomposition algorithm
Wang, Jinpei
;
Xuejie, Bai
;
Liu, Yankui
- In:
Transportation research : an international journal
194
(
2025
),
pp. 1-32
Persistent link: https://www.econbiz.de/10015449668
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2
Distributionally robust chance constrained maximum expert consensus model with incomplete information on uncertain cost
Zhu, Kai
;
Qu, Shaojian
;
Ji, Ying
;
Ma, Yifan
- In:
Group decision and negotiation
34
(
2025
)
1
,
pp. 135-175
Persistent link: https://www.econbiz.de/10015439139
Saved in:
3
Flow shop scheduling with human-robot collaboration : a joint chance-constrained programming approach
Wang, Duo
;
Zhang, Junlong
- In:
International journal of production research
62
(
2024
)
4
,
pp. 1297-1317
Persistent link: https://www.econbiz.de/10014458552
Saved in:
4
Confidence Levels for CVaR Risk Measures and Minimax Limits*
Anderson, Edward
;
Xu, Huifu
;
Zhang, Dali
-
Business School, University of Sydney
-
2014
investigate teh performance of the
CVaR
approximation
approach. Our numerical results demonstrate how reducing the confidence …
Persistent link: https://www.econbiz.de/10010857373
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