Abstract
This paper investigates the application of game theory tools in the context of cognitive radio networks (CRN). Specifically, we propose a resource management strategy with the objective to maximize a defined utility function subject to minimize the mutual interference caused by secondary users (SUs) with protection for primary users (PUs). In fact, we formulate a utility function to reflect the needs of PUs by verifying the outage probability constraint, and the per-user capacity by satisfying the signal-to-noise and interference ratio (SNIR) constraint, as well as to limit interference to PUs. Furthermore, the existence of the Nash equilibrium of the proposed game is established, as well as its uniqueness under some sufficient conditions. Theoretical and simulation results based on a realistic network setting, and a comparison with a previously published resource management method are provided in this paper. The reported results demonstrate the efficiency of the proposed technique in terms of CRN deployment while maintaining quality-of-service (QoS) for the primary system.
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References
Federal Communications Commission (FCC) (2010) Report fcc-10-174, pp 1–88
Fudenberg D, Tirole J (1991) Game theory. MIT Press, Cambridge, MA
Haddad M, Hayar A, Øien GE (2008) Uplink distributed binary power allocation for cognitive radio networks. In: CrownCom, Singapore
Haddad M, Hayar A, Øien GE (2008) Downlink distributed binary power allocation for cognitive radio networks. In: PIMRC, Cannes, France
Huang J, Berry RA, Honig ML (2006) Auction-based spectrum sharing. Mob Netw Appl 11:405–418
Jorswieck E, Mochaourab R (2010) Beamforming in underlay cognitive radio: Null-shaping design for efficient Nash equilibrium. In: International workshop on cognitive information processing
Jovicic A, Viswanath P (2009) Cognitive radio: an information-theoretic perspective. IEEE Trans Inf Theory 55(9):3945–3958
Kiani SG, Øien GE, Gesbert D (2007) Maximizing multi-cell capacity using distributed power allocation and scheduling. In: Proc. IEEE wireless communications and networking conference (WCNC), Hong Kong, China
MacKenzie AB, Dasilva L, Tranter W (2006) Game theory for wireless engineers. Morgan and Claypool Publishers
Mitola J (1999) Cognitive radio for flexible mobile multimedia communications. In: Mobile multimedia communications (MoMUC), New York
Meshkati F, Poor HV, Schwartz SC, Balan RV (2009) Energy-efficient resource allocation in wireless networks with quality-of-service constraints. IEEE Trans Commun 57(11):3406–3414
Nie N, Comaniciu C (2005) Adaptive channel allocation spectrum etiquette for cognitive radio networks. In: New frontiers in dynamic spectrum access networks
Osborne MJ (2003) An introduction to game theory. Oxford University Press
Ozarow LH, Shamai S, Wyner AD (1994) Information theoretic considerations for cellular mobile radio. IEEE Trans Veh Technol 43(5):359–378
Pang JS, Scutari G, Palomar D, Facchinei F (2010) Design of cognitive radio systems under temperature-interference constraints: a variational inequality approach. IEEE Trans Signal Process 58(6):3251–3271
Peha JM (2005) Approaches to spectrum sharing. IEEE Commun Mag 43(2):10–12
Rosenthal RW (1973) A class of games possessing pure-strategy Nash equilibria. Int J Game Theory 2:65–67
Schmidt D, Shi C, Berry R, Honig M, Utschick W (2009) Distributed resource allocation schemes. IEEE Signal Process Mag 26(5):53–63
Urban transmission loss models for mobile radio in the 900 and 1800 MHz bands (1991)
Wang F, Krunz M, Cui S (2008) Spectrum sharing in cognitive radio networks. In: IEEE conference on computer communications, pp 1885–1893
Wu D, Yu D, Cai Y (2008) Subcarrier and power allocation in uplink ofdma systems based on game theory. In: 2008 international conference on neural networks and signal processing. IEEE, pp 522–526
Xing Y, Mathur CN, Haleem MA, Chandramouli R, Subbalakshmi KP (2007) Dynamic spectrum access with qos and interference temperature constraints. IEEE Trans Mob Comput 6:423–433
Yates RD (1995) A framework for uplink power control in cellular radio systems. IEEE J Sel Areas Commun 13:(7)1341–1347
Zayen B (2010) Spectrum sensing and resource allocation strategies for cognitive radio. Doctor of Electronic and Communications, TELECOM ParisTech
Zayen B, Haddad M, Hayar A, Øien GE (2008) Binary power allocation for cognitive radio networks with centralized and distributed user selection strategies. Elsevier PhyCom 1(3):183–193
Zayen B, Hayar A, Øien GE (2009) Resource allocation for cognitive radio networks with a beamforming user selection strategy. Asilomar
Zayen B, Hayar A, Noubir G (2011) Utility/pricing-based resource allocation strategy for cognitive radio systems. In: ICMCS’11, 2nd international conference on multimedia computing and systems
Acknowledgements
The research leading to these results has received funding from the European Community’s Seventh Framework Programme (FP7/2007–2013) under grant agreement SACRA (Spectrum and energy efficiency through multi-band cognitive radio) n°249060, and was partially supported by the Hassan II Foundation for the Moroccans residing abroad. Parts of this paper were presented at ICMCS 2011 [27].
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Zayen, B., Hayar, A. & Noubir, G. Game theory-based resource management strategy for cognitive radio networks. Multimed Tools Appl 70, 2063–2083 (2014). https://doi.org/10.1007/s11042-012-1211-0
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DOI: https://doi.org/10.1007/s11042-012-1211-0