Computer Networks: 22nd International Conference, CN 2015, by Piotr Gaj, Andrzej Kwiecień, Piotr Stera

By Piotr Gaj, Andrzej Kwiecień, Piotr Stera

This ebook constitutes the completely refereed complaints of the 22st foreign convention on laptop Networks, CN 2015, held in Brunów, Poland, in June 2015. The forty two revised complete papers offered have been conscientiously reviewed and chosen from seventy nine submissions. The papers in those lawsuits disguise the subsequent issues: machine networks, dispensed computers, communications and teleinformatics.

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Additional info for Computer Networks: 22nd International Conference, CN 2015, Brunów, Poland, June 16-19, 2015. Proceedings (Communications in Computer and Information Science)

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Furthermore, the research showed that selection of classifier has a major impact on the localization accuracy. Further research will focus on implementing a fully operational WSN and extending the experiments to other locations. Furthermore, the research will be conducted to find an effective method to the operation mode of sensor network (fingerprinting or beacon mode). References 1. : Survey of wireless indoor positioning techniques and systems. IEEE Trans. Syst. Man, Cybern. Part C 37(6), 1067– 1080 (2007) 2.

The energy usage of the proposed algorithm was verified using network implemented in ns2 simulation tool and real data obtained from distributed sensors. The data was collected from 6 level building of The Institute of Computer Science, at The University of Silesia. The dimensions of building are approximately 80 m (width) by 18 m (height). 4 GHz/5 MHz band. The received signal strength during data acquisition was limited to value between −93 dBm and −27 dBm. The data from 42 places within a building was measured, uniformly by 7 on every floor level, therefore simulation was also limited to that number.

Estimating the Intensity of Long-Range Dependence 15 MMPP is in state 1 and 2 respectively. The sum of D0 i and D1 i is an irreducible infinitesimal generator Qi with the stationary probability vector: − → πi = c2i c1i , . c1i + c2i c1i + c2i The superposition of these two-state MMPPs is a new MMPP with 2d states and its parameter matrices, D0 and D1 , can be computed using the Kronecker sum of those of the d two-state MMPPs [30]: (D0 , D1 ) = ⊕di=1 D0 i , ⊕di=1 D1 i . Let Nti be a number of arrivals from the i-th MMPP in time slot (0, t].

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