The composite spring network model and method in this paper is different from the elastic network for solving optimization problems such as TSP. Claudia, Burr, and Stone, respectively, propose improved faster elastic network algorithms to solve TSP problems. The elastic network originates from an early model of establishing topological ordered mapping in the brain. The basic idea of ​​solving the optimization problem is that the elastic network is a single-loop tension ring formed by a rubber band with uniform thickness, and the target points passing through the ring. The location of the (city) is fixed and there is no interaction between the target points. The elastic network can be stretched into a certain geometry. An elastic network state that satisfies the optimization problem constraints and has the least elastic potential energy corresponds to a better solution to the problem. The MAS problem is much more complicated than the TSP, and is fundamentally different from the optimization problem solving such as TSP. There are concurrent random social interactions between MAS agents. The relative position (physical or logical) between agents is not fixed. Each agent has no global common goal and global consistency knowledge. Therefore, elastic network model and method Not suitable for MAS distributed problem solving.
The simulation experiment of multi-task self-organizing planning and resource self-organizing allocation of MAS and the experiment with Shehory-Kraus algorithm show that the composite spring network model method is far superior to Shehory-Kraus algorithm in many aspects such as computational complexity and applicability. . The composite spring network model solved without loss of generality, we take MAS distributed mission planning and resource allocation as an example to illustrate the mathematical physical model and algorithm of the composite spring network. Set the set of Agent A={A1,A2,...,An} and the set of tasks T={T1,T2,...,Tm}, the resource vector owned by AgentAi is ri=(ri<1>, ri<2> ,...,ri
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