Table 1 Contributed work on transmuted distributions
From: Compounding of distributions: a survey and new generalized classes
S.No. | Pioneer Year | Distribution | Author(s) |
|---|---|---|---|
1. | 2009 | Transmuted extreme value | Aryal and Tsokos (2009) |
2. | 2011 | Transmuted Weibull | Aryal and Tsokos (2011) |
| Â | Â | Â | Ahmad et al. (2015b) |
| Â | Â | Â | Khan et al. (2016b) |
3. | 2013 | Transmuted log-logistic | Aryal (2013) |
| Â | Â | Â | Granzotto and Louzada (2015) |
4. | 2013 | Transmuted Rayleigh | Merovci (2013a) |
| Â | Â | Â | Ahmad et al. (2015a) |
5. | 2013 | Transmuted exponentiated-exponential | Merovci (2013b) |
| Â | Â | Â | Khan et al. (2015a) |
6. | 2013 | Transmuted Fréchet | Mahmoud and Mandouh (2013) |
7. | 2013 | Transmuted Lomax | Ashour and Eltehiwy (2013a) |
8. | 2013 | Transmuted Lindley | Merovci (2013c) |
9. | 2013 | Transmuted quasi-Lindley | Elbatal and Elgarhy (2013) |
10. | 2013 | Transmuted exponentiated-Lomax | Ashour and Eltehiwy (2013b) |
11. | 2013 | Transmuted modified inverse Weibull | Elbatal (2013a) |
12. | 2013 | Transmuted generalized inverted exponential | Elbatal (2013b) |
13. | 2013 | Transmuted exponentiated-modified Weibull | Ashour and Eltehiwy (2013c) |
14. | 2013 | Transmuted generalized linear exponential | Elbatal et al. (2013) |
15. | 2013 | Transmuted additive Weibull (AW) | Elbatal and Aryal (2013) |
16. | 2013 | Transmuted modified Weibull (MW) | Khan and King (2013) |
17. | 2014 | Transmuted Pareto | Merovci and Puka (2014) |
18. | 2014 | Transmuted Maxwell | Iriarte and Astorga (2014) |
19. | 2014 | Transmuted linear exponential | Tian et al. (2014) |
20. | 2014 | Transmuted inverse Rayleigh (IR) | Sharma et al. (2014) |
| Â | Â | Â | Ahmad et al. (2014) |
21. | 2014 | Transmuted generalized Rayleigh (GR) | Merovci (2014) |
| Â | Â | Â | Iriarte and Astorga (2015) |
22. | 2014 | Transmuted inverted Weibull (IW) | Khan et al. (2014) |
| Â | Â | Â | Khan and King (2014a) |
23. | 2014 | Transmuted generalized IW | Merovci et al. (2014) |
| Â | Â | Â | Khan and King (2014b) |
24. | 2014 | Exponentiated transmuted Weibull | Ebraheim (2014) |
25. | 2014 | Beta transmuted Weibull | Pal and Tiensuwan (2014) |
26. | 2014 | Transmuted exponentiated-gamma | Hussian (2014) |
| Â | Â | Â | Lucena et al. (2015) |
27. | 2014 | Transmuted exponentiated-Fréchet | Elbatal et al. (2014) |
28. | 2015 | Transmuted exponential | Owoloko et al. (2015) |
29. | 2015 | Transmuted Burr III | Abdul-Moniem (2015) |
30. | 2015 | Transmuted Gompertz | Abdul-Moniem and Seham (2015) |
| Â | Â | Â | Khan et al. (2016c) |
31. | 2015 | Transmuted modified IR | Khan and King (2015) |
32. | 2015 | Generalized transmuted AW | Mansour et al. (2015a) |
33. | 2015 | Kumaraswamy transmuted MW | Mansour et al. (2015b) |
34. | 2015 | Transmuted generalized MW | Cordeiro et al. (2015c) |
35. | 2015 | Kumaraswamy transmuted exponentiated MW | Al-Babtain et al. (2015) |
36. | 2015 | Transmuted Marshall-Olkin (MO) Fréchet | Afify et al. (2015a) |
37. | 2015 | Exponentiated transmuted GR | Afify et al. (2015b) |
38. | 2015 | Transmuted Weibull-Lomax | Afify et al. (2015c) |
39. | 2015 | Transmuted Dagum | Elbatal and Aryal (2015) |
| Â | Â | Â | Shahzad and Asghar (2016) |
40. | 2015 | Transmuted exponentiated-Pareto | Luguterah and Nasiru (2015) |
| Â | Â | Â | Fatima and Roohi (2015) |
41. | 2015 | Generalized transmuted Lindley | Mansour and Mohamed (2015) |
42. | 2015 | Transmuted Chen | Khan et al. (2015b) |
43. | 2015 | Beta transmuted Fréchet | da-Silva et al. (2015a) |
44. | 2016 | Transmuted Kumaraswamy | Khan et al. (2016a) |
45. | 2016 | Transmuted generalized Lindley | Elgarhy et al. (2016) |
46. | 2016 | Transmuted Almalki-Yuan MW | Vardhan and Balaswamy (2016) |
47. | 2016 | Transmuted power function | Haq et al. (2016) |
48. | 2016 | Transmuted geometric | Chakraborty and Bhati (2016) |
49. | 2016 | Transmuted Birnbaum-Saunders | Bourguignon et al. (2016b) |
50. | 2016 | Kumaraswamy Transmuted MO Fréchet | Yousof et al. (2016) |
51. | 2016 | Transmuted Weibull-Pareto | Afify et al. (2016) |