References
- [1] Abdi A., Kavesh M., Performance comparison of three different estimator for the Nakagami m parameter using Monte Carlo simulation, ‘Communications Letters’, IEEE, April 2000, Vol. 4, pp. 119-1121.
- [2] Abramowitz M., Stegun I,. Handbook of Mathematical Functions, New York - Dover 1972.
- [3] Antoniewicz J., Tablice funkcji dla inżynierów, PWN, Warszawa 1969 [Table of functions for engineers - available in Polish].
- [4] Buch T., Messung der Verteilungs parameter der Empfangs feldstarke bei Funkwellen ausbreitungs untersuchungen, ‘Nachrichten Technik Elektronik’, 1982, 32, H. 6.
- [5] Chen X., Liu S., Fan P., Hardware implementation on m parameter ML estimation of Nakagami m fading channel, IEEE, 2015, pp. 1395-1399.
- [6] Cheng J., Beaulieu N. C., Generalized moment estimators for the Nakagami m fading parameter, ‘Communications Letters’, IEEE, April 2002, Vol. 6, Issue 4, pp. 144-146.10.1109/4234.996038
- [7] Cheng J., Beaulieu N., Maximum-likelihood based estimation of the Nakagami m parameter, ‘Communications Letters’, IEEE, March 2001, Vol. 5, No. 3, pp. 101-103.10.1109/4234.913153
- [8] Gaeddert J., Annamalai A., Further results on Nakagami m parameter estimation, ‘Communications Letters’, IEEE, January 2005, Vol. 9, No. 1, pp. 22-24.
- [9] Gaeddert J., Annamalai A., Further results on Nakagami m parameter estimation, IEEE, Vehicular Technology Conference, 2004, Vol. 6, pp. 4255-4259.
- [10] Hadziahmetović N., Milisis M., Dokić M. A., Hadżialic M., Estimation of Nakagami distribution parameters based on signal samples corrupted with multiplicative and addative disturbances, International Symposium ELMAR 2007, Zadar, Croatia, pp. 235-238.
- [11] Hadżialic M., Milisis M., Hadziahmetović N., Sarajilić A., Moment-based maximum likelihood- -based quotiential estimation of the Nakagami m fading parameter, IEEE, Vehicular Technology Conference, Spring 2007, pp. 549-553.
- [12] Liu S., Fan P., Xiong K., Wang G., Novel ML estimation of m parameter of the noisy Nakagami m channel, International Worksshop on High Mobility Wireless Communications, 2014, pp. 183-193.
- [13] Noga K. M., Statystyki drugiego rzędu kanału Rayleigha oraz Nakagamiego, ‘Kwartalnik Elektroniki i Telekomunikacji’, 2006, Vol. 52, No. 4, pp. 617-628 [Second-order statistics of Rayleigh and Nakagami channel - availabe in Polish].
- [14] Noga K., Zaawansowane modele probabilistyczne sygnałów w kanałach z zanikami, ‘Kwartalnik Elektroniki i Telekomunikacji’, 2000, No. 1, pp. 47-62 [Advanced probabilistic models of signals in channel with fading - avalilable in Polish].
- [15] Simon S. M., Alouini M. S., Digital communication over fading channel, J. Wiley & Sons, 2005.
- [16] Tepedelenlioglu C., Gao P., Practical issues in the estimation of Nakagami m parameter, IEEE GLOBECOM, 2003, pp. 972-976.
- [17] Wang N., Song X., Cheng J., Estimating the Nakagami m fading parameter by the generalizedmethod of moments, IEEE, International Conference of Communications, 2011.
- [18] Wang N., Song X., Cheng J., Generalized method of moments estimation of the Nakagami m fading parameter, ‘Transactions on Wireless Communications’, IEEE, September 2012, Vol. 11, No. 9, pp. 3316-3325.10.1109/TWC.2012.071612.111838
- [19] Young-Chai K., Alouini M. S., Estimation of Nakagami fading channel parameters with application to optimized transmitter diversity systems, IEEE, International Conference on Communications ICC 2001, June 2001, Vol. 6, pp. 1690-1695.
- [20] Zhang Q., A note on the estimation of Nakagami m fading parameter, ‘Communications Letters’, IEEE, January 2002, Vol. 6, No. 6, pp. 237-238.10.1109/LCOMM.2002.1010866