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Collective Behavior in Queueing Networks: The Case of Post-disaster Debris Removal Operations David Mendonça Industrial and Systems Engineering Department.

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Presentation on theme: "Collective Behavior in Queueing Networks: The Case of Post-disaster Debris Removal Operations David Mendonça Industrial and Systems Engineering Department."— Presentation transcript:

1 Collective Behavior in Queueing Networks: The Case of Post-disaster Debris Removal Operations David Mendonça Industrial and Systems Engineering Department Cognitive Science Department Rensselaer Polytechnic Institute Supported by National Science Foundation Grant 1363513 (co-PI M. Grabowski, RPI).

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3 Study Objectives Explain debris removal team performance in terms of team composition under status quo incentive structure.  Statistical analysis of teamwork Explore system performance via simulation of effects of different incentive structures and resource allocation strategies.  Simulation-based analysis of system performance Study data: records of all debris loads hauled following 2011 Alabama tornado storms.

4 Team Performance Results Turnover negatively impacts team performance Increased team size positively impacts effectiveness, but reduces fair distribution of effort across team members Mendonça, D., J.D. Brooks, M.R. Grabowski (2014). “Linking Team Composition to Team Performance: An Application to Post-Disaster Debris Removal Operations," IEEE Tr on Human-Machine Systems 44(3) 315–325.

5 Brooks & Mendonça (2014). “Equity-Effectiveness Tradeoffs in the Allocation of Flows in Closed Queueing Networks.” IEEE Int. Systems Conf. System Performance Results Eliminating payment bonus for long-hauls generally results in better system performance—also simpler. Reducing dispatcher reactivity improves system performance.

6 Opportunities 1.Spatial and temporal dynamics of team performance 2.Modeling dispatcher decision making, including simulating the effects of different incentive strategies on system performance. Key Skills 1.Statistical analysis (incl. R) 2.Computational cognitive modeling – Data management If interested, contact David Mendonça (mendod@rpi.edu).

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