Nanoscale molecular communication networks: a game-theoretic perspective

被引:0
作者
Chunxiao Jiang
Yan Chen
K J Ray Liu
机构
[1] Tsinghua University,Department of Electronic Engineering
[2] University of Maryland,Department of Electrical and Computer Engineering
来源
EURASIP Journal on Advances in Signal Processing | / 2015卷
关键词
Nanocommunication; Molecular communication; Game theory; Non-cooperative game; Cooperative game; Nash bargaining;
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中图分类号
学科分类号
摘要
Currently, communication between nanomachines is an important topic for the development of novel devices. To implement a nanocommunication system, diffusion-based molecular communication is considered as a promising bio-inspired approach. Various technical issues about molecular communications, including channel capacity, noise and interference, and modulation and coding, have been studied in the literature, while the resource allocation problem among multiple nanomachines has not been well investigated, which is a very important issue since all the nanomachines share the same propagation medium. Considering the limited computation capability of nanomachines and the expensive information exchange cost among them, in this paper, we propose a game-theoretic framework for distributed resource allocation in nanoscale molecular communication systems. We first analyze the inter-symbol and inter-user interference, as well as bit error rate performance, in the molecular communication system. Based on the interference analysis, we formulate the resource allocation problem as a non-cooperative molecule emission control game, where the Nash equilibrium is found and proved to be unique. In order to improve the system efficiency while guaranteeing fairness, we further model the resource allocation problem using a cooperative game based on the Nash bargaining solution, which is proved to be proportionally fair. Simulation results show that the Nash bargaining solution can effectively ensure fairness among multiple nanomachines while achieving comparable social welfare performance with the centralized scheme.
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