Statistics and Probability African Society Editions
Chapter 12. On some properties of the new Sine-skewed Cardioid Distribution
The new Sine Skewed Cardioid (ssc) distribution been just introduced and characterized by Ahsanullah (2018). Here, we study the asymptotic properties of its tails by determining its extreme value domain, the characteristic function, the moments and likelihood estimators of the two parameters, the asymptotic normality of the moments estimators and the random generation of data from the ssc distribution. Finally, we proceed to a simulation study to show the performance of the random generation method and the quality of the moments estimation of the parameters.
First available in Project Euclid: 26 September 2019
Permanent link to this document
Digital Object Identifier
TRAORÉ, Cherif Mamadou Moctar; DIALLO, Moumouni; LO, Gane Samb; AHSANULLAH, Mohamed; OKEREKE, Lois Chinwendu. Chapter 12. On some properties of the new Sine-skewed Cardioid Distribution. A Collection of Papers in Mathematics and Related Sciences, 221--243, Statistics and Probability African Society, Calgary, Alberta, 2018. doi:10.16929/sbs/2018.100-02-09. https://projecteuclid.org/euclid.spaseds/1569509472