Using incompletely cooperative game theory in wireless sensor networks

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Using incompletely cooperative game theory in wireless sensor networks

  1. 1. Using Incompletely Cooperative Game Theory in Wireless Sensor NetworksLiqiang Zhao, Hailin Zhang, and Jie ZhangWCNC 2008Presented by: Abolfazl Asudeh
  2. 2. Outline Background and Problem statement Incompletely cooperative game GMAC and Simulation Results 2 4/11/2013
  3. 3.  Wireless Sensor Networks (WSNs) have a wide range of potential applications including environment monitoring, smart spaces, medical systems and robotic exploration. Energy Consumption is usually the more important metric  other metrics: Delay, Throughput, … A lot of interest in performance analysis and improvement, specially in Medium Access Control (MAC) protocols. 3 4/11/2013
  4. 4. Main Categories of MAC protocols of WSNs Scheduled Protocols: use a predefined schedule for data transmission - TSMP Data Ack Sender Tg Data Ack Tg Tg Receiver Time Slot Protocols with Common Active Period: Nodes wake up and sleep together to reduce the energy cost of idle listening. - SMAC  idle listening: when the nodes are awake, but there is no packet in the channel to be transmitte  Usually use CSMA/CA (RTS/CTS) for data transmission 4 4/11/2013
  5. 5. Main Categories of MAC protocols of WSNs Preamble Sampling Protocols: Every node wakes up periodically and check if there is a packet in the channel; the sender sends a long preamble before sending the data. – Preamble Sampling Aloha Preamble Data Sender Check Interval Data Receiver Hybrid Protocols: the combinations of the protocols of different categories 5 4/11/2013
  6. 6.  Game Theory is used broadly in distributed WSNs to solve problems like:  Security  Routing  Power Control The goal of this paper: to achieve energy consumption, delay, and throughput together Main focus is on Common Active MAC protocols 6 4/11/2013
  7. 7.  Sensor networks are energy constraint  explicit cooperation among nodes is impractical. It can be modeled as an incompletely cooperative game, a stochastic game, which starts when a new packet arrives at the node’s transmission buffer and ends when the packet is transmitted successfully or discarded. Each game process includes many timeslots and each timeslot corresponds to one game state. 7 4/11/2013
  8. 8.  In each timeslot, each player (i.e., node) estimates the current game state based on what happened in the past timeslots. Then adjusts its own equilibrium strategy by tuning its local contention parameters 8 4/11/2013
  9. 9. Framework Contains three major components  a detector: detect and record current conditions  an estimator: estimates current state, such as number of nodes  an adjustor: makes the decision for the strategy and adjusts the contention parameters 9 4/11/2013
  10. 10. The Game model of N+1 nodes10 4/11/2013
  11. 11. GMAC: the simplified MAC solution The Estimation of n is inaccurate in unsaturated environments. GMAC is the simplified version. In G-MAC, after transmitting a packet, no matter it is transmitted successfully or not, the player does not start the next game process with the nominal CWmin. 12 4/11/2013
  12. 12. Simulation Results  channel rate: 1Mbps  n = 30  packet arrival: Poisson  active period: 250msec13 4/11/2013
  13. 13. References A. Bachir, M. Dohler, Th. Watteyne, and K.K. Leung, “MAC Essentials for Wireless Sensor Networks”, IEEE COMMUNICATIONS SURVEYS & TUTORIALS, VOL. 12, NO. 2, SECOND QUARTER 2010. Liqiang Zhao; Hailin Zhang; Jie Zhang; , "Using Incompletely Cooperative Game Theory in Wireless Sensor Networks," Wireless Communications and Networking Conference, 2008. WCNC 2008. IEEE , vol., no., pp.1483-1488, March 31 2008-April 3 2008 14 4/11/2013
  14. 14. Thank you Question? 15 4/11/2013

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