Embedded Files
2017 Papers
Quantile-Generated Family of Distributions: A New Method for Generating Continuous Distributions [Fundamental Journal of Mathematics and Mathematical Sciences, Published]
Some New Approaches for Generating Continuous Distributions (2017)
Quantile Power-X Family of Distributions: Some Properties with Application (2017)
Quantile Power-X Family of Distributions II: Some Properties with Application (2017)
Quantile Standard Gumbel (maximum)-X Family of Distributions: Some Properties with Application (2017)
Quantile Standard Weibull-X Family of Distributions: Some Properties with Application (2017)
On the Discrete Analogue of the q_T-X Family of Distributions induced by V: A Short Note (2017)
News:
a) Normal Distribution Plays a Key Role in Modeling Distribution of Maximal Prime Gaps. Our result is based on small sample size (N=75) based on raw data which matches from the following websites:
1) https://en.wikipedia.org/wiki/Prime_gap
2) http://primerecords.dk/primegaps/maximal.htm
Our computer verification: Click Here
b) We have updated Paper 4) above. It is shown the Quantile-Power Weibull distribution is VERY STRONG in Modeling Distribution of Maximal Prime Gaps, based on the small sample size (N=75) on raw data which matches from the two websites immediately above. Moreover the Standard Gumbel (maximum) distribution which was found to be the limiting distribution of maximal prime gaps (in context of Cramer's probabilistic model of primes) is in conflict with the original data
2018 Papers
The Quantile Weibull-Burr Distribution induced by the Burr Distribution with Application to Hole Diameter Data [International Journal of Statistics and Applied Mathematics, ISSN 2456-1452, To Appear]
Quantile Power-Weibull Distribution with Application to Wheaton River Data [International Journal of Statistics and Applied Mathematics, ISSN 2456-1452, To Appear]
Quantile Power-Exponential Distribution with Application to Cancer Patients Data [International Journal of Basic Sciences and Applied Computing, ISSN:2394-367X (Online) , To Appear]
Transmuted Quantile Power-Exponential Distribution with Application to Cancer Patients Data (2018)
The Transmuted Uniform-Exponential (Generalized Lambda) distribution with Application to Wheaton River Data [Fundamental Journal of Mathematics and Mathematical Sciences, Published]
The Transmuted Rayleigh-Power Distribution with Application to March Precipitation Data [JP Journal of Fundamental and Applied Statistics, Published]
The Quantile T-Weibull Distribution induced by the Uniform Distribution: Some Properties with Application [Fundamental Journal of Mathematics and Mathematical Sciences, Accepted]
Further Developments on the T-Transmuted X Family of Distributions [Biostatistics and Biometrics Open Access Journal, ISSN: 2573-2633, Published]
Further Developments on the T-Transmuted X Family of Distributions II [Biostatistics and Biometrics Open Access Journal, ISSN: 2573-2633, Published]
Families of EG q_T-Transmuted X Distributions of Type I: Introduction with Application (2018)
Families of EG q_T-Transmuted X Distributions of Type II: Introduction with Application (2018)
Families of EG q_T-Transmuted X Distributions of Type I: The Quantile(2018)
Families of EG q_T-Transmuted X Distributions of Type III: Introduction with Application (2018)
Families of q_T-Exponential Distributions induced by Generalized Lambda of Type V: Some Properties with Application [JP Journal of Fundamental and Applied Statistics, To Appear] [Addendum]
Families of EG q_T-Transmuted X Distributions of Type IV: Introduction with Application [IOSR Journal of Mathematics (IOSR-JM), e-ISSN 2278-5278, p-ISSN 2319-765X, To Appear]
Further Developments on the (EG) T-X Family of Distributions (2018)
Further Developments on the (EG) Exponential-X Family of Distributions (2018)
Further Developments on the (EG) Exponential-MIR Class of Distributions [Journal of Advanced Research in Biotechnology (JARB), ISSN 2475-4714, In Press]
Further Developments on the (EG) Half-Logistic Burr X Class of Distributions (2018)
Further Developments on the T-Pareto{Y} Class of Distributions [Global Journal of Pure and Applied Mathematics, Print ISSN 0973-1768, Online ISSN 0973-9750, To Appear]
Some Properties and Applications of the (EG) q_T-X Class of Distributions (2018)
On the Quantile Analogue of Some Sub-Models of the T-Exponential{Y} Class of Distributions (2018)
A Generalization of the Normal Distribution Arising from Box-Cox Transformation (2018)
Some Structural Properties of the Generalized Kumaraswamy (GKw) q_T-X Class of Distributions [International Journal of Statistics and Probability, ISSN(Print) 1927-7032, ISSN(Online) 1927-7040, Initially Accepted, but Withdrawn] [Revised Version]
A Generalization of the ETE Distribution Arising from Box-Cox Transformation [SM Journal of Biometrics and Biostatistics, ISSN: 2573-5470, In Press]
A Generalization of the Normal-Pareto{Cauchy} Distribution (2018)
The T-R{Generalized Lambda V} Families of Distributions [Current Trends on Biostatistics and Biometrics, Lupine Publishers, To Appear]
The T-R{Generalized Lambda II} Families of Distributions [International Journal of Statistics and Systems (IJSS), ISSN 0973-2675,To Appear]
2019 Papers
1. The Exponentiated Zubair-G Family of Distributions (2019)
2. The Z_T-X(W) Family of Distributions: A New Application of the T-X(W) Class of Distributions (2019)
3. The Ampadu-G Family of Distributions with Application to the T-X(W) Class of Distributions [Annals of Biostatistics and Biometric Applications, Published]
4. The A_T-{Transmuted X} Family of Distributions [HSOA Advances in Industrial Biotechnology, Published]
5. The Ampadu APT-q_T-X Family of Distributions Induced by V with an Illustration to Data in the Health Sciences [Annals of Biostatistics and Biometric Applications, Published]
6. Maximum Likelihood Estimation in the Ampadu-G Family of Distributions [Annals of Biostatistics and Biometric Applications, Published]
7. The r_T-X Family of Distributions Induced by V: A New Method for Generating Continuous Distributions with Illustration to Cancer Patients Data [Annals of Biostatistics and Biometric Applications, Published]
8. The Standard Normal Distribution: An Equivalent Formulation (2019)
9. The New r_T-X Family of Distributions: Some Properties with Applications [Earthline Journal of Mathematical Sciences, Published]
10. Maximum Likelihood Estimation in an Alpha Power Transformation of the Ampadu-Type [Annals of Biostatistics and Biometric Applications, Published]
11. The Generalized Ampadu-G Family of Distributions:Properties, Applications, and Characterizations [Earthline Journal of Mathematical Sciences, Published]
12. A New T-X Family of Distributions [Annals of Biostatistics and Biometric Applications [Annals of Biostatistics and Biometric Applications, Published]
13. The New Odds T-X Family of Distributions (2019)
14. The New Size-Biased Kumaraswamy-G Distribution [Annals of Biostatistics and Biometric Applications, Published]
15. The Boateng-G Family of Distributions with Illustration to Data in the Health Sciences [Biosc.Biotech.Res.Comm. Vol 12 No (3) July- Sep 2019 (To Appear)]
16. The Tan-G Family of Distributions with Illustration to Data in the Health Sciences [Physical Science & Biophysics Journal (PSBJ), Published]
17. The Cot-X Family of Distributions with Application [Annals of Biostatistics and Biometric Applications, Published]
18. The Odds T-Inverted X Family of Distributions (2019)
[Physical Science & Biophysics Journal (PSBJ), Published]
20. The Boateng Transmuted-G Family of Distributions with Illustration to Cancer Patients Data [American Journal of Biomedical Science and Research, ISSN: 2642-1747, Initially Accepted, But Withdrawn]
21. The Burr XI Generated Family of Distributions with Illustration to Cancer Patients Data [Global Journal of Cancer Case Reports, Published]
22. The T-R{Y{U}} Family of Distributions of Type I: Some Properties and Applications [Earthline Journal of Mathematical Sciences, Published]
23. The Burr II-R{Y} Family of Distributions [JOJ Wildlife and Biodiversity (JOJWB), To Appear]
24. An Alternate to the Unifed Distribution with Application to Breast Cancer Data [Modified Based on Email Communication: On Unifed Distribution], [Open Access Journal of Biomedical Science, Published]
25. The Generalized Sigmoid Generated Family of Distributions with Illustration to Breast Cancer Data (2019)
26. A New Extension of the Zubair-Standard Uniform Probability Density Function (2019)
27. The Hazard Generated Family of Distributions [AS Biotechnology, Accepted]
28. Families of Distributions Arising from a Modification of the Hazard Rate Function (2019)
29. The Skew Symmetric Normal Distribution with Application to Cancer Modeling (2019)
30. A Broad Class of Skew Symmetric Distributions with Application to the EG T-X Framework (2019)
31. A Remark on the quantile-based flattened logistic distribution (2019)
2020 Papers
1. An Alternate to the T-X(W) Family of Distributions (2020)
2. A New Family of Distributions for Count Regression Modeling (2020)
3. A Class of Almost Power Law Distributions (2020)
4. The Generalized Sigmoid Almost Power Law Family of Distributions (2020)
5. A Remark on the EC-X Family of Distributions (2020)
6. A Size Biased Normal Distribution (2020)
7. A Chen Type Generated Family of Distributions [Annals of Biostatistics and Biometric Applications, Published]
8. The Zeid-G Family of Distributions [Biomedical Journal of Scientific and Technical Research, ISSN: 2574 -1241, Published]
9. The EG T-R{Y} Family of Distributions (2020)
10. The Heavy-Tailed Ampadu-G Family of Distributions (2020)
11. The Heavy-Tailed Chen-G Family of Distributions (2020)
12. The Bivariate Normal Distribution Via Independence Copula (2020)
13. Odds Chen Type Generated Family of Distributions [Canadian Journal of Biomedical Research and Technology, Accepted]
14. The Quantile Transmuted Family of Distributions with Illustration to Bladder Cancer Patients Data (2020) [Supplement]
15. On a Modification of the Burr Differential Equation (2020)
[HSOA Journal of Pharmacology, Pharmaceutics & Pharmacovigilance, Published]
17. The Quantile Zeid-G Family of Distributions by a Lambert W Type Weight with Illustration to Bladder Cancer Patients Data [Published]
18. The Quantile (Standard) Modified Lindley-X Family of Distributions by a Lambert W-Type Weight [Chemical & Pharmaceutical Research (ISSN 2689-1050), Accepted]
19. The Modified Power Series Inverted Exponentiated Generalized Class of Distributions: Statistical Measures, Model Fit, and Characterization [Earthline Journal of Mathematical Sciences, Accepted]
20. The Modified Chen-G Family of Distributions [International Journal of Radiography Imaging & Radiation Therapy (ISSN: 2642-0392), Accepted]
21. A Generalization of the SF_G Family of Distributions (2020)
22. The CB Left Skewed Distribution with Application to Toy Data (2020)
23. Gull Alpha Power of the Ampadu Type: Properties and Applications (2020)
24. The Truncated Generalized Lambda Normal Distribution induced by Exponential (2020)
26. A New Generalized Exponential-X Family of Distributions: Mathematical Properties (2020)
27. The Hyperbolic Tan-X Family of Distributions: Properties, Application, and Characterization (2020)
28. A New Generalization of the Inverse Distributions: Properties and Applications (2020)
29. Gull Alpha Power of the Zeid Type (2020)
30. The New Tan-G Family of Distributions (2020)
31. Gull Alpha Power of the Chen Type (2020)
32. Gull Alpha Power of the Zubair Type with Illustration to Breast Cancer Patients Data (2020)
33. An Alternate to the UNH-G Family of Distributions with Illustration (2020)
Reviewing Activities for Journals
1. Journal of Data Science.The Modified Weibull-G Family of Distributions:Properties and Applications.
2. Journal of Advances in Mathematics and Computer Science. The Inverse Sushila Distribution: Properties and Applications [Certificate of Review: Click Here]
3. Journal of Advances in Mathematics and Computer Science. ODD LINDLEY-KUMARASWAMY DISTRIBUTION: MODEL, PROPERTIES AND APPLICATIONS [Certificate of Review: Click Here]
Student Supervision
1. (Joint with S.Nasiru). Abdulzeid Yen Anafo (2019), The New Alpha Power Transform: Properties and Applications, Master of Science in Mathematical Sciences Essay, African Institute for Mathematical Sciences (Ghana).
Page updated
Google Sites
Report abuse