Research Article
Packet Forwarding Strategies in Multiagent Systems: An Evolutionary Game Approach
| | The number of agents in the MASs. |
| and | The idle and busy states of an agent, respectively. |
| and | The probabilities of packet forwarding of an agent at the idle state and the busy state, respectively. |
| | The probability of packet forwarding at idle state of an agent. The probability of packet no forwarding at the idle state of an agent is . |
| | The probability of packet no forwarding at the busy (backlogged) state of an agent. The probability of packet forwarding at busy state of an agent is |
| | The state transition matrix of the Markov chain of an agent. |
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