International Journal of Computer Network and Information Security(IJCNIS)
ISSN: 2074-9090 (Print), ISSN: 2074-9104 (Online)
Published By: MECS Press
IJCNIS Vol.3, No.3, Apr. 2011
Searching Methods of MP2P Based on Diffusion Strategy of Resources Index
Full Text (PDF, 258KB), PP.26-33
The inherent mobility of MP2P peers lead to an efficient of existing resources positioning method low, and the proposed application model is single. The proposed methods considered the resource positioning in the direction of the resource provider's, and implement it base on the diffusion resource index, which are spread in the model of epidemic. Networking connectivity model is built in the diffusion path. Diffusion resources index are used to position resources, so as to solve the low positioning efficiency of existing positioning method and large time delay. By comparing the proposed method, the flooding resource location method and the Structural resources localization methods, the obtained simulation results show that the proposed method can effectively improve resource efficiency and accuracy of the location method.
Cite This Paper
Fangfang Guo,Jing Xu,"Searching Methods of MP2P Based on Diffusion Strategy of Resources Index", IJCNIS, vol.3, no.3, pp.26-33, 2011.
HK Zhang, Mobile Internet technology, Present and Future, Communications Development Forum,2004
C. Zhang ， X. “Qiu.Comprehensive Analysis of P2P Technology[M]”. People Press .March 2010，pp.371-373
B. Nam ,A. SussmanSpatial. “Indexing of Distributed Multidimensional Datasets”, 2005 IEEE International Symposium on Cluster Computing and the Grid,2005,pp.743-750
M. Asadi, A. Haghighat, “A Scalable lookup Service for P2P File Sharing in MANET”, IWCMC’07, Honolulu, Hawaii, USA, August 12–16, 2007, pp.511-516.
G. Peng, S. Li,“M-CAN: a Lookup Protocol for Mobile Peer-to-Peer Environment”, Proceedings of the 7th International Symposium on Parallel Architectures, Algorithms and Networks[C],[S.l.],[s.n.],2004.
Hofstatter Q, Zols S, Michel M, et al. “Chordella-A Hierarchical Peer-to-peer Overlay Implementation for Heterogeneous, Mobile Environments [C] ”. The Eighth International Conference on Peer-to-Peer Computing(P2P’08). Aachen, Germany:IEEE,2008:75-76.
BAE J,LEE S,JUNG E,et al.A Mobile Peer-to-Peer Query in a Social Network. International Conference on Advanced Language Processing and Web Information Technology, Dalian Liaoning,China,July,2008:450-453P
JJ Cheng, YH Li, SR Cheng, Research on mobile P2P system architecture and key technologies, Beijing University of Posts and Telecommunications.2006,29(4), pp.86-89
Ma Y Z, JAMALIPOUR A. An Epidemic P2P Content Search Mechanism for Intermittently Connected Mobile Ad hoc Networks[C]// GLOBECOM'09: Proceedings of the 28th IEEE conference on Global telecommunications.2009:697-702
DANIEL J, KLEIN, HESPANHA J, MADHOW U. A reaction-diffusion model for epidemic routing in sparsely connected[C]//INFOCOM'10 Proceedings of the 29th conference on Information communications,2010:884-892.
Diego N. daHora, Daniel F. Macedo , Leonardo B. Oliveira, Isabela G. Siqueira, Antonio A.F. Loureiro ,José M. Nogueira, Guy Pujolle. Enhancing peer-to-peer content discovery techniques over mobile ad hoc networks[J]. Computer Communications. 9 May 2009: 1445–1459
X. Z. Li, W.S. Li, Mini Ghosh. Stability and bifurcation of an SIR epidemic model with nonlinear incidence and treatment. Applied Mathematics and Computation; 2009, 210:141-150.
S. R. He, H. Hai. Using content 1.5 to analyze an SIR model for childhood infectious diseases. Communications in Nonlinear Science and Numerical Simulation; 2008, 13:1743-1747.
X. Zhang, X. N. Liu. Backward bifurcation and global dynamics of an SIS epidemic model with general incidence rate and treatment. Nonlinear Analysis; 2009, 10:565-575.
H. J. Shi, Z. S. Duan, G. R. Chen. An SIS model with infective medium on complex networks. Physic A; 2008, 387:2133-44.
L. Liu,M. Jinpeng,S Changxiang,C. Yanli. Analysis of Resource’s Disseminating Behavior of P2P Network[J]. Fire ControI&Command Control.2009, 09(34):49-52.
T.L Zhang, Z. D. Teng. Permanence and extinction fo a no autonomous SIRS epidemic model with time delay. Applied Mathematical Modeling; 2009, 33:1058-1071.