Log-Log SF plots under two sets of real data.

<div><p>This paper proposes a new type of exponential-type Weibull distribution based on the inverse Weibull distribution --- the transformed inverse Weibull distribution. This distribution constructs a more flexible parameter structure through mathematical transformation and has a bette...

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Bibliographic Details
Main Author:	Qin Gong (118801) (author)
Other Authors:	Ziwen Zhang (3477611) (author), Lihua Zeng (3337920) (author), Haiping Ren (22513503) (author)
Published:	2025
Subjects:	Genetics Molecular Biology Biotechnology Plant Biology Environmental Sciences not elsewhere classified Biological Sciences not elsewhere classified Mathematical Sciences not elsewhere classified r &# 233 monte carlo simulation fit test compared better fitting effect key statistical properties flexible parameter structure probability density function maximum likelihood estimation superior fitting performance application </ p weighted exponential distribution generalized exponential distribution flexible weibull distribution exponential pareto distribution weibull distribution parameter estimation statistical analysis distribution constructs survival function quantile function bayesian estimation xlink "> two sets tsallis entropy shannon entropy results show real data practical applications paper proposes nyi entropy new type mathematical transformation haubold entropy deeply analyzed actual data
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Log-Log SF plots under two sets of real data.

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