Title |
On the Asymptotic Behavior of the Parameters of the Burr Type IV Distribution for Lifetime Survival Data |
Authors |
Claire Joy G. Mariquit, Catherine R. Caño and Bernadette F. Tubo |
Publication date |
2021 |
Journal |
Asia-Pacific Journal of Science, Mathematics and Engineering (APJSME) |
Volume |
7 |
Issue |
2 |
Pages |
25-31 |
Publisher |
Office of the Vice Chancellor for Research and Enterprise, ²ÝÝ®ÊÓƵ¹ÙÍø-Iligan Institute of Technology (²ÝÝ®ÊÓƵ¹ÙÍø-IIT) |
Abstract |
This paper explores the characteristics and properties of the Burr Type VI (BT4) distribution which is one among the many types of the continuous distributions in the Burr family. The BT4 distribution has two positive shape parameters, namely, k and c. It is usually defined by its cumulative density function given by:
F_4 (x;k,c)=P(X≤x)=[1+((c-x)/x)^(1/c) ]^(-k),
where 0≤x≤c, k>0 and -∞
|
Index terms / Keywords |
Burr family of distribution; probability distribution; shape parameter |
URL |
ISSN: 2244-5471 |