[1] | Adams, Y.J and Abdulkadir, S.S. (2018). “On the Extension of the Mover-Stayer Model when rate of transition follows the Negative Binomial Distribution.” American Journal of Mathematics and Statistics, Vol. 8, No. 4, pp. 99 – 104. |
[2] | Adams, Y.J., Abdulkadir, S.S. and Jibasen, D. (2019). “Mover-Stayer Analysis of Students’ Academic Progress in Modibbo Adama University of Technology, Yola.” Research Journal of Education, Vol. 5, Issue 9, pp: 161 – 166. |
[3] | Alawadhi, S. and Konsowa, M. (2010). “Marcov Chain Analysis of Student Academicn Progress: An Empirical Comparative Study.” Journal of Modern Applied Statistical Methods, Vol. 9, No. 2, pp. 584 – 595. |
[4] | Blumen, I. , Kogan, M. , and McCarthy, P.J. (1955). The Industrial Mobility of Labour as a Probability Process. In Spilerman, Seymour (1972). “Extensions of the Mover-Stayer Model.” American Journal of Sociology (AJS), Vol. 78, No. 3, pp. 599-626. |
[5] | Chukova, S. and Minkova, L.D. (2012). “Characterization of the Polya-Aeppli process.” [Electronic version]. Retrieved from, Sms.victoria.ac.nz/foswiki/pub/Main/ResearchReportSeries/MSOR12 – 02. |
[6] | Cook, R.J., Kalbfleisch, J.D and Yi, G.Y (2002). “A generalized mover-stayer model for panel data.” Biostatistics, Vol. 3, No. 3, pp. 407-420. Retrieved June 11, 2015 from http://biostatistics.oxfordjournals.org. |
[7] | Frydman, H (1984). “Maximum Likelihood Estimation in the Mover-Stayer Model.” Journal of American Statistical Association, vol.79, No. 387, p. 632 – 638. |
[8] | Goodman, L.A. (1961). “Statistical Methods for the Mover-Stayer model.” Journal of American Statistical Association, 56, 841 – 868. |
[9] | Goodman, L.A. (2013). “Generalizations of the Simple Mover-Stayer Model, Association Models and Quasi-symmetric Models, in the Analysis of Brand-switching Data and other cross-classified Data.” Journal of Empirical Generalizations in Marketing Science, Vol. 14, No. 1, retrieved on October 30, 2016 from; https://www.empgens.com/wp-content/uploads/2013/06/goodman.pdf. |
[10] | Hoel, P.G., Port, S.C., and Stone, C.J. (1972). Introduction to Stochastic Processes. Boston: Houghton Mifflin Company. |
[11] | Hodge, R.W. (1966). “Occupational Mobility as a Probability Process” Demography, 3: 19 – 34 in Spilerman, S. (1972). |
[12] | Johnson, N.L., Kotz, S. and Kemp, A.W. (1992). Univariate Discrete Distributions, 2^{nd} ed., Wiley Series in Probability and Mathematical Statistics: Applied Probability and Statistics, John Wiley & Sons, New York. |
[13] | Minkova, L.D. (2002). “A Generalization of the Classical Discrete Distributions” Communications in Statistics – Theory and Methods, Vol. 31(6), pp. 871 – 888. |
[14] | Minkova, L.D. (2004). “The Polya-Aeppli Process and Ruin Problems” Journal of Applied Mathematics and Stochastic Analysis, Vol. 3, pp. 221 – 234. |
[15] | Minkova, L.D. (2012). “Distributions in Insurance Risk Models” Unpublished doctoral dissertation, Sofia University “St.Kl. Ohridski” Bulgaria. |
[16] | Minkova, L.D. and Balakrishnan, N. (2014). “On a Bivariate Polya-Aeppli Distribution.” Communications in Statistics – Theory and Methods, Vol. 43, pp. 5026 – 5038. doi: 10.1080/03610926.2012.709906. |
[17] | Morgan, T.M., Aneshensel, C.S. and Clark, V.A. (1983). “Parameter Estimation for Mover-Stayer models: analyzing depression over time.” Sociological Methods and Research. 11: 345 – 366. |
[18] | O’ Keefe, A. G., Tom, B.D.M and Farewell, V.T. (2012). “Mixture distributions in multi-state modelling: some considerations in a study of psoriatic arthritis, Statist. Med., 32, 600 – 619. Willey Online Library in Yiu, S., Farewell, V.T. and Tom, B.D.M. (2016). |
[19] | Spilerman, S. (1970). “Extensions of the Mover-Stayer Model.” Institute for Research on Poverty. Discussion Papers, University of Wisconsin http://www.irp.wisc.edu/publications/dps/pdfs/dt7970.pdf. |
[20] | Spilerman, S. (1972). “Extensions of the Mover-Stayer Model.” American Journal of Sociology (AJS), Vol. 78, No. 3, pp. 599-626. http://www.jstor.org/stable/2776309. |
[21] | Yiu, S., Farewell, V.T. and Tom, B.D.M. (2016). “Exploring the Existence od a Stayer Population with Mover-Stayer Counting Process Models: application to joint damage in psoriatic arthritis.” Journal of the Royal Statistical Society: Series C (Applied Statistics). [Electronic version], printed on January 10, 2017. http://onlinelibrary.wiley.com/doi/10.1111/rccs.12187. |