Models, algorithms and performance analysis for adaptive operating room scheduling
Published 2017 View Full Article
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Title
Models, algorithms and performance analysis for adaptive operating room scheduling
Authors
Keywords
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Journal
INTERNATIONAL JOURNAL OF PRODUCTION RESEARCH
Volume 56, Issue 4, Pages 1389-1413
Publisher
Informa UK Limited
Online
2017-06-19
DOI
10.1080/00207543.2017.1328140
References
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Note: Only part of the references are listed.- Stochastic programming analysis and solutions to schedule overcrowded operating rooms in China
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- Dynamic Surgery Assignment of Multiple Operating Rooms With Planned Surgeon Arrival Times
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- The benefit of adaptivity in the stochastic knapsack problem with dependence on the state of nature
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- The static stochastic knapsack problem with normally distributed item sizes
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- The Surgical Scheduling Problem: Current Research and Future Opportunities
- (2011) Jerrold H. May et al. PRODUCTION AND OPERATIONS MANAGEMENT
- TECHNICAL NOTE—The Adaptive Knapsack Problem with Stochastic Rewards
- (2010) Taylan İlhan et al. OPERATIONS RESEARCH
- Surgical Suites' Operations Management
- (2010) Diwakar Gupta PRODUCTION AND OPERATIONS MANAGEMENT
- OUTPATIENT SCHEDULING IN HEALTH CARE: A REVIEW OF LITERATURE
- (2010) TUGBA CAYIRLI et al. PRODUCTION AND OPERATIONS MANAGEMENT
- The Effect of the Operating Room Coordinatorʼs Risk Appreciation on Operating Room Efficiency
- (2009) Pieter S. Stepaniak et al. ANESTHESIA AND ANALGESIA
- Modeling Procedure and Surgical Times for Current Procedural Terminology-Anesthesia-Surgeon Combinations and Evaluation in Terms of Case-Duration Prediction and Operating Room Efficiency: A Multicenter Study
- (2009) Pieter S. Stepaniak et al. ANESTHESIA AND ANALGESIA
- Operating room planning and scheduling: A literature review
- (2009) Brecht Cardoen et al. EUROPEAN JOURNAL OF OPERATIONAL RESEARCH
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- (2008) Ivan B. Vermeulen et al. ARTIFICIAL INTELLIGENCE IN MEDICINE
- Appointment scheduling in health care: Challenges and opportunities
- (2008) Diwakar Gupta et al. IIE TRANSACTIONS
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- (2008) Brian C. Dean et al. MATHEMATICS OF OPERATIONS RESEARCH
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