2015
DOI: 10.1093/comjnl/bxu157
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Dynamic Task Allocation for Heterogeneous Agents in Disaster Environments Under Time, Space and Communication Constraints

Abstract: Task allocation for heterogeneous agents in disaster environments under time, space and communication constraints is a challenging issue in both theory and practice. This paper presents a dynamic task allocation approach for such situations. The proposed approach consists of an information collection mechanism, a group task allocation mechanism and a group coordination mechanism. Initially, the information collection mechanism is applied to help agents in communication networks to reduce their communication co… Show more

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Cited by 7 publications
(2 citation statements)
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“…the distance between them), the probability that a rescuer fails to save a victim, and the associated penalty that the rescuer fails to rescue the victim are taken into consideration, and are transformed into a goal function which reflects the trade-off between the total successful rescue costs and the failure penalties; the RNN is utilised as a fast optimisation algorithm to minimise the goal function with a gradient descent learning procedure; in the RNN, each possible rescuer-victim pair is considered as a neuron, and the neuron with the highest excitation probability after the training process is selected as the decision. The study in [19] proposes a task allocation algorithm for heterogeneous agents in hazard environments with respect to time, space and communication restrictions. As aforementioned in section 2.2, the work in [7] employs an ordinary differential equation model to redistribute rescue robots among various tasks in a decentralised manner without inter-robot communications.…”
Section: Resource Allocation Algorithms In Emergency Search and Rescue Planningmentioning
confidence: 99%
“…the distance between them), the probability that a rescuer fails to save a victim, and the associated penalty that the rescuer fails to rescue the victim are taken into consideration, and are transformed into a goal function which reflects the trade-off between the total successful rescue costs and the failure penalties; the RNN is utilised as a fast optimisation algorithm to minimise the goal function with a gradient descent learning procedure; in the RNN, each possible rescuer-victim pair is considered as a neuron, and the neuron with the highest excitation probability after the training process is selected as the decision. The study in [19] proposes a task allocation algorithm for heterogeneous agents in hazard environments with respect to time, space and communication restrictions. As aforementioned in section 2.2, the work in [7] employs an ordinary differential equation model to redistribute rescue robots among various tasks in a decentralised manner without inter-robot communications.…”
Section: Resource Allocation Algorithms In Emergency Search and Rescue Planningmentioning
confidence: 99%
“…the distance between the rescuer and the victim), the probability that a rescuer fails to save a victim, and the associated penalty that the rescuer fails to rescue the victim are taken into consideration, and are transformed into a goal function which reflects the trade-off between the total successful rescue costs and the failure penalties; the RNN is utilised as a fast optimisation algorithm to minimise the goal function with a gradient descent learning procedure; in the RNN, each possible rescuer-victim pair is considered as a neuron, and the neuron with the highest excitation probability after the training process is selected as the decision. The research in [186] proposes a task allocation algorithm for heterogeneous agents in hazard environments with respect to time, space and communication restrictions; to reduce the communication load and links among agents, each agent elects the agent with the most direct neighbours within its communication range as the communication network leader; the elected network leader will be responsible for maintaining the communication among intra-network agents and other network leaders; to ensure the appropriate distance among task locations and the agents, each network leader further divides its coverage area into sub-areas by using the mean shift clustering algorithm; the window radius parameter h in the mean shift clustering algorithm is set to the communication range of the network leader to guarantee that the agents in the same sub-area can always communicate with each other; heterogeneous agents are then allocated into these sub-areas in terms of their abilities and the requirements of tasks within the sub-areas: firstly, the "similarity" value of each agent sub-area pair is calculated by the dot product [187] of the vector of the requirements of tasks and the normalised vector of ability of the agent; secondly, the agent will be assigned to the sub-area with the highest similarity value. As aforementioned in subsection 3.1.2, the studies in [167,168] employ an ordinary differential equation model to redistribute rescue robots among various tasks in a decentralised manner without inter-robot communications; the relation between population fractions at tasks and the elapsed time since the start of the process is expressed by a set of ordinary differential equations; by substituting the desired population fraction in each task into the proposed model, each robot can independently calculate the time point when the system reaches the desired distribution.…”
Section: Resource Allocation Algorithms In Emergency Search and Rescu...mentioning
confidence: 99%