The ratio of independent random variables arises in many applied problems. In this article, the distribution of the ratio X/Y is studied, when X and Y are independent Rice random variables. Ratios of such random variable have extensive applications in the analysis of noises of communication systems. The exact forms of probability density function (PDF), cumulative distribution function (CDF) and the existing moments have been derived in terms of several special functions. The delta method is used to approximate moments. As a special case, we have obtained the PDF and CDF of the ratio of independent Rayleigh random variables.
Bageri Khoolenjani, N. & Khorshidian, K. (2022). On the Ratio of Rice Random Variables. Journal of the Iranian Statistical Society, 8(1), 61–71.
MLA
Bageri Khoolenjani, N., & Khorshidian, K. "On the Ratio of Rice Random Variables", Journal of the Iranian Statistical Society, 8, 1, 2022, 61–71.
HARVARD
Bageri Khoolenjani, N., & Khorshidian, K. (2022). 'On the Ratio of Rice Random Variables', Journal of the Iranian Statistical Society, 8(1), pp. 61–71.
CHICAGO
Bageri Khoolenjani, N. & Khorshidian, K., "On the Ratio of Rice Random Variables." Journal of the Iranian Statistical Society, 8 1 (2022): 61–71,
VANCOUVER
Bageri Khoolenjani N., Khorshidian K. On the Ratio of Rice Random Variables. JIRSS. 2022;8(1):61–71.
