Abstract:
The current major challenges in the field of security and safety of populations are to progress in the understanding and ability to anticipate human behavior in front of ...Show MoreMetadata
Abstract:
The current major challenges in the field of security and safety of populations are to progress in the understanding and ability to anticipate human behavior in front of complex threats and disasters of all origins. In this paper, we propose an optimal control problem for a mathematical model of human behavior during a catastrophe. Our aim is to model and analyze the multiple rescuers actions that can be deployed during a catastrophe.
Published in: 2020 European Control Conference (ECC)
Date of Conference: 12-15 May 2020
Date Added to IEEE Xplore: 20 July 2020
ISBN Information:
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- IEEE Keywords
- Index Terms
- Human Behavior ,
- Optimal Control ,
- Optimization Problem ,
- Control Problem ,
- Challenge In The Field ,
- Understanding Of Progression ,
- Optimal Control Problem ,
- Field Of Security ,
- Safety In This Population ,
- Right-hand Side ,
- Proportion Of Individuals ,
- Behavioral Control ,
- Catastrophic Events ,
- State Control ,
- Tsunami ,
- Termination Condition ,
- Corresponding State ,
- Maximum Principle ,
- Daily Behavior ,
- Individual Density ,
- Pontryagin Maximum Principle ,
- Disaster Situations ,
- Emotional Charge ,
- Imitation Process ,
- Crowd Density ,
- Cauchy Problem ,
- Impact Zone
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Human Behavior ,
- Optimal Control ,
- Optimization Problem ,
- Control Problem ,
- Challenge In The Field ,
- Understanding Of Progression ,
- Optimal Control Problem ,
- Field Of Security ,
- Safety In This Population ,
- Right-hand Side ,
- Proportion Of Individuals ,
- Behavioral Control ,
- Catastrophic Events ,
- State Control ,
- Tsunami ,
- Termination Condition ,
- Corresponding State ,
- Maximum Principle ,
- Daily Behavior ,
- Individual Density ,
- Pontryagin Maximum Principle ,
- Disaster Situations ,
- Emotional Charge ,
- Imitation Process ,
- Crowd Density ,
- Cauchy Problem ,
- Impact Zone