권호기사보기
| 기사명 | 저자명 | 페이지 | 원문 | 기사목차 |
|---|
| 대표형(전거형, Authority) | 생물정보 | 이형(異形, Variant) | 소속 | 직위 | 직업 | 활동분야 | 주기 | 서지 | |
|---|---|---|---|---|---|---|---|---|---|
| 연구/단체명을 입력해주세요. | |||||||||
|
|
|
|
|
|
* 주제를 선택하시면 검색 상세로 이동합니다.
Contents
(The) length-biased powered inverse Rayleigh distribution with applications / Abdelfattah Mustafa ; M.I. Khan 1
ABSTRACT 1
1. Introduction 1
2. The Length-Biased Powered Inverse Rayleigh Distribution 2
3. Statistical Properties 4
3.1. Moments and moment generating function 4
3.2. Measure of uncertainty 7
3.3. Inequality measures 8
4. Parameters Estimation 8
4.1. Maximum likelihood estimators 8
4.2. Asymptotic confidence bounds 9
5. Numerical Results 9
6. Conclusion 11
REFERENCES 11
[저자소개] 13
| 번호 | 참고문헌 | 국회도서관 소장유무 |
|---|---|---|
| 1 | A. Afaq, S.P. Ahmad and A. Ahmed, Length–biased weighted Lomax distribution statistical properties and application, Pakistan Journal of Statistics and Operation Research 12 (2016), 245-255. | 미소장 |
| 2 | M. Ajami and S.M.A. Jahanshahi, Parameter estimation in weighted Rayleigh distribution, Journal of Modern Applied Statistical Methods 16 (2017), 256-276. | 미소장 |
| 3 | A.K. Al-Khadim and A.N. Hussein, New proposed length-biased weighted exponential and Rayleigh distribution with application, Mathematical Theory and Modeling 4 (2014), 137-152. | 미소장 |
| 4 | C. Bonferroni, Elementi di Statistica Generale, Firenze: Seeber, 1930. | 미소장 |
| 5 | G.E.P. Box and D.R. Cox, An analysis of transformations, Journal of the Royal Statistical Society, Series B 26 (1964), 211-252. | 미소장 |
| 6 | D.R. Cox, Renewal Theory, Barnes & Noble, New York, 1962. | 미소장 |
| 7 | K.K. Das and T.D. Roy, Applicability of length biased generalized Rayleigh distribution, Advances in Applied Science Research 2 (2011), 320-327. | 미소장 |
| 8 | K.K. Das and T.D. Roy, On some length-biased weighted Weibull distribution, Advances in Applied Science Research 2 (2011), 465-475. | 미소장 |
| 9 | K. Fatima and S.P. Ahmad, Weighted inverse Rayleigh distribution, International Journal of Statistics and Systems 12 (2017), 119-137. | 미소장 |
| 10 | R.C. Gupta and J.P. Keating, Relations for reliability measures under length biased sampling, Scandanavian Journal of Statistics 13 (1985), 49-56. | 미소장 |
| 11 | P.L. Gupta and R.C. Tripathi, Effect of length-biased sampling on the modeling error, Communications Statistics-Theory and Methods 19 (1990), 1483-1491. | 미소장 |
| 12 | A.J. Gross and V.A. Clark, Survival Distributions: Reliability Applications in the Biometrical Sciences, John Wiley, New York, 1975. | 미소장 |
| 13 | J. Kersey and B.O. Oluyede, Theoretical properties of the length-biased inverse Weibull distribution, Mathematical Sciences Publishers 5 (2012), 379-392. | 미소장 |
| 14 | R. Khattree, Characterization of inverse-Gaussian and gamma distributions through their length-biased distributions, IEEE Transactions on Reliability 38 (1989), 610-611. | 미소장 |
| 15 | J.F. Lawless, Statistical Models and Methods for Lifetime Data, 2nd Edition, Wiley, Canada, 2003. | 미소장 |
| 16 | K.A. Mir, A. Ahmed and J.A. Reshi, Structural properties of length biased Beta distribution of first kind, American Journal of Engineering Research 2 (2013), 01-06. | 미소장 |
| 17 | K. Modi, Length-biased weighted Maxwell distribution, Pakistan Journal of Statistics and Operation Research 11 (2015), 465-472. | 미소장 |
| 18 | S. Mudasir and S.P. Ahmad, Structural properties of length liased Nakagami distribution, International Journal of Modern Mathematical Sciences 13 (2015), 217-227. | 미소장 |
| 19 | S. Mudasir and S.P. Ahmad, Characterization and estimation of the length biased Nakagami distribution, Pakistan Journal of Statistics and Operation Research 14 (2018), 697-715. | 미소장 |
| 20 | N. Nanuwong and W. Bodhisuwan, Length biased beta Pareto distribution and its structural properties with application, Journal of Mathematics and Statistics 10 (2014), 49-57. | 미소장 |
| 21 | J.M.A. Nashaat, Estimation of two parameter powered inverse Rayleigh distribution, Pakistan Journal of Statistics 36 (2020), 117-133. | 미소장 |
| 22 | B.O. Oluyede, On inequalities and selection of experiments for length-biased distributions, Probability in the Engineering and Informational Sciences 13 (1999), 169-185. | 미소장 |
| 23 | Z. Praveen and M. Ahmad, Some properties of size - biased weighted Weibull distribution, International Journal of Advanced and Applied Sciences 5 (2018), 92-98. | 미소장 |
| 24 | M.V. Ratnaparkhi and U.V. Naik-Nimbalkar, The length biased lognormal distribution and its application in the analysis of data from oil field exploration studies, Journal of Modern Applied Statistical Methods 11 (2012), 225-260. | 미소장 |
| 25 | J.W.S. Rayleigh, On the resultant of a large number of vibrations of the same pitch and of arbitrary phase, Philosophical Magazine, 5th Series 10 (1880), 73-78. | 미소장 |
| 26 | A. Saghir, S. Tazeem and I. Ahmad, The length-biased weighted exponentiated inverted Weibull distribution, Cogent Mathematics 3 (2016), DOI: 10.1080/23311835.2016.1267299. | 미소장 |
| 27 | A. Saghir, A. Khadim and Z. Lin, The Maxwell -length-biased distribution: Properties and estimation, Journal of Statistical Theory and Practice 11 (2017), 26-40. | 미소장 |
| 28 | P. Seenoi, T. Supapakorn and W. Bodhisuwan, The length-biased exponentiated inverted Weibull distribution, International Journal of Pure and Applied Mathematics 92 (2014), 191-206. | 미소장 |
| 29 | S.A. Shaban and N.A. Boudrissa, The Weibull length-biased distribution: Properties and estimation, Interstat, (2007), http://interstat.statjournals.net/YEAR/2007/articles/0701002.pdf | 미소장 |
| 30 | M.S. Tabass, G.R.M. Borzadaran and M. Amini, Rényi entropy in continuous case is not the limit of discrete case, Mathematical Sciences and Applications E-Notes 4 (2016), 113-117. | 미소장 |
| 31 | V.N. Trayer, Proceedings of the Academy of Science Belarus, USSR, 1964. | 미소장 |
| 32 | V.G.H. Voda, On the inverse Rayleigh distributed random variable, Rep. Statistics Application and Research, JUSE 19 (1972), 13-21. | 미소장 |
| 33 | K. Xu, M. Xie, L.C. Tang, and S.L. Ho, Application of neural networks in forecasting engine system reliability, Applied Soft Computing 2 (2003), 255-268. | 미소장 |
*표시는 필수 입력사항입니다.
| 전화번호 |
|---|
| 기사명 | 저자명 | 페이지 | 원문 | 기사목차 |
|---|
| 번호 | 발행일자 | 권호명 | 제본정보 | 자료실 | 원문 | 신청 페이지 |
|---|
도서위치안내: 정기간행물실(524호) / 서가번호: 국내17
2021년 이전 정기간행물은 온라인 신청(원문 구축 자료는 원문 이용)
우편복사 목록담기를 완료하였습니다.
*표시는 필수 입력사항입니다.
저장 되었습니다.