Performance analysis of lognormally shadowed generalized Gamma fading channels

International Journal of Communication Systems

Volumn 24, Issue 1, 2011, Pages 14-26

  Samimi, Hossein ^a  

^a IRAN TELECOMMUNICATION RESEARCH CENTER   (Iran)

Author keywords

generalized Gamma distribution; Nakagami lognormal; Rayleigh lognormal; shadowing; Weibull lognormal

Indexed keywords

GENERALIZED GAMMA DISTRIBUTION; NAKAGAMI; RAYLEIGH; SHADOWING; WEIBULL;

APPROXIMATION THEORY; PROBABILITY DENSITY FUNCTION; RAYLEIGH FADING; WEIBULL DISTRIBUTION;

FADING CHANNELS;

EID: 78650608541     PISSN: 10745351     EISSN: 10991131     Source Type: Journal    
DOI: 10.1002/dac.1134     Document Type: Article

References (32)

1. Stüber GL,. Principles of Mobile Communications. Kluwer Academic Publishers: Norwell, MA, 1996.
2. Simon MK, Alouini M-S,. Digital Communication over Fading Channels, Second Edition. Wiley: New York, 2004.
3. Hansen F, Mano FI,. Mobile fading-Rayleigh and lognormal superimposed. IEEE Transactions on Vehicular Technology 1977; 26: 332-335.
4. Suzuki H,. A statistical model for urban radio propagation. IEEE Transactions on Communications 1977; 25: 673-680.
5. Ho MJ, Stüber GL,. Co-channel interference of microcellular systems on shadowed Nakagami fading channels. Proceedings of the IEEE Vehicular Technology Conference (VTC'93), Secaucus, NJ, May 1993; 568-571.
6. Abu-Dayya A, Beaulieu NC,. Micro- and macro-diversity NCFSK (DPSK) on shadowed Nakagami fading channels. IEEE Transactions on Communications 1994; 42 (9): 2693-2702.
7. Tjhung TT, Chai CC,. Fade statistics in Nakagami-lognormal channels. IEEE Transactions on Communications 1999; 47 (12): 1769-1772.
8. Ismail M, Matalgah M,. Outage probability in multiple access systems with Weibull-faded lognormal-shadowed communication links. Proceedings of the IEEE Vehicular Technology Conference (VTC'05), Dallas, TX, U.S.A., September 2005.
9. Abdi A, Kaveh M,. K distribution: an appropriate substitute for Rayleigh-lognormal distribution in fading-shadowing wireless channels. IEEE Electronics Letters 1998; 34 (9): 851-852.
10. Bithas PS, Mathiopoulos PT, Kotsopoulos SA,. Diversity reception over generalized-K (KG) fading channels. IEEE Transactions on Wireless Communications 2007; 6 (12): 4238-4243.
11. Bithas PS, Sagias NC, Mathiopoulos PT, Karagiannidis GK, Rontogiannis AA,. On the performance analysis of digital communications over generalized-K fading channels. IEEE Communications Letters 2006; 10 (5): 353-355.
12. Abdi A, Kaveh M,. Comparison of DPSK and MSK bit error rates for K and Rayleigh-lognormal fading distributions. IEEE Communications Letters 2000; 4 (4): 122-124.
13. Laourine A, Alouini M-S, Affes S, Stéphenne A,. On the capacity of generalized-K fading channels. IEEE Transactions on Wireless Communications 2008; 7 (7): 2441-2445.
14. Kostic IM,. Analytical approach to performance analysis for channel subject to shadowing and fading. IEE Proceedings Communications 2005; 152 (6): 821-827.
15. Bithas PS,. Weibull-Gamma composite distribution: an alternative multipath/shadowing fading model. Electronics Letters 2009; 45 (14): 749-751.
16. Nadarajah S, Kotz S,. A class of generalized models for shadowed fading channels. Wireless Personal Communications 2007; 43 (2): 1113-1120.
17. Karmeshu, Agrawal R,. On efficacy of Rayleigh-inverse Gaussian distribution over K-distribution for wireless fading channels. Wireless Communications and Mobile Computing 2007; 7 (1): 1-7.
18. Marcus AH,. Power-sum distributions: an easier approach using the Wald distribution. Journal of the American Statistical Association 1975; 71: 237-238.
19. Montroll EW, Shlesinger MF,. Maximum entropy formalism, fractals, scaling phenomena, and 1/f noise: a tale of tails. Journal of Statistical Physics 1983; 32: 209-230.
20. Laourine A, Alouini MS, Affes S, Stephenne A,. On the performance analysis of composite multipath/shadowing channels using the G-distribution. IEEE Transactions on Communications 2009; 57 (4): 1162-1170.
21. Loo C,. A statistical model for a land mobile satellite link. IEEE Transactions on Vehicular Technology 1985; 34: 122-127.
22. Loo C,. Digital transmission through a land mobile satellite channel. IEEE Transactions on Communications 1990; 38: 693-697.
23. Stacy EW,. A generalization of the Gamma distribution. The Annals of Mathematical Statistics 1962; 33 (3): 1187-1192.
24. Gradshteyn IS, Ryzhik IM,. Table of Integrals, Series, and Products (6th edn). Academic: New York, 2000.
25. Vatalaro F, Mazzenga F,. Statistical channel modeling and performance evaluation in satellite personal communications. International Journal of Satellite Communications 1998; 16 (2): 249-255.
26. Holtzman JM,. A simple accurate method to calculate spread-spectrum multiple-access error probability, 'IEEE Trans. Commun. 1992, vol. 40, no. 3, pp. 461-464'. IEEE Transactions on Vehicular Technology 1999; 48: 1151-1154.
27. Jamali SH, Ngoc TL,. Coded-Modulation Techniques for Fading Channels. Kluwer: Boston, MA, 1994.
28. Loo C, Secord N,. Computer models for fading channels with applications to digital transmission. IEEE Transactions on Vehicular Technology 1991; 40: 700-707.
29. Chau YA, Sun JT,. Diversity with distributed decisions combining for direct-sequence CDMA in a shadowed Rician-fading land-mobile satellite channel. IEEE Transactions on Vehicular Technology 1996; 45: 237-247.
30. van Nee RDJ, Prasad R,. Spread spectrum path diversity in a shadowed Rician fading land-mobile satellite channel. IEEE Transactions on Vehicular Technology 1993; 42: 131-136.
31. Abdi A, Lau WC, Alouini M-S, Kaveh M,. A new simple model for land mobile satellite channels: first- and second-order statistics. IEEE Transactions on Wireless Communications 2003; 2 (2): 519-528.
32. Sagias NC, Karagiannidis GK, Mathiopoulos PT, Tsiftsis TA,. On the performance analysis of equal-gain diversity receivers over generalized Gamma fading channels. IEEE Transactions on Wireless Communications 2006; 5 (10): 2967-2975.