Published

1. Shahbaz, M. Q. and Shahbaz, S. (2009) Order Statistics and concomitants of Bivariate Pseudo Rayleigh distribution, Accepted.
2. Ahmad, M., Ahsanullah, M., Mohsin, M., Shahbaz, M. Q. and Shahbaz, S. (2009) On the Distribution of Bivariate Concomitants for the Pseudo–Inverse Rayleigh Distribution and a Characterization, J. Stat. Theory & App., Vol. 8(3), 299–310.
3. Mohsin, M., Shahbaz, M. Q., Shahbaz, S. and Kibria, G. (2009) Exact Sampling Distribution of Reliability Coefficient for Erlang–truncated Exponential Model, J. Math. Sci. & Math. Edu., Vol. 3(2), 7–13 (USA).
4. Shahbaz, S., Shahbaz, M. Q. and Mohsin, M. (2009) On Concomitant of Order Statistics for Bivariate Pseudo Exponential Distribution, World App. Sci. J., Vol 6(8), 1151 – 1156. (ISI Indexed).
5. Mohsin, M., Ahmad, M., Shahbaz, S. and Shahbaz, M. Q. (2009) Concomitant of Lower Record for Bivariate Pseudo Inverse Rayleigh Distribution, Sci. Int. Vol. 21(1), 21–23. (ISI Indexed).
6. Shahbaz, S. and Ahmad, M. (2009) Concomitants of order statistics for Bivariate Pseudo–Weibull distribution, World App. Sci. J., Vol 6(10),      1409–1412. (ISI Indexed).
7. Hanif, S. and Ahmad, M. (2001) “On concomitants of ordered random variables”, Proc. ICCS – VII, Vol. 12, 503 – 509.

Submitted

1. Concomitants of order statistics for bivariate Quasi–Gaussian distribution.
2. Concomitants of order statistics for bivariate Pseudo–Gaussin distribution.
3. The concomitant of order statistics for bivariate inverted Rayliegh distribution.
4. The concomitant of order statistics for bivariate inverted Pareto distribution.
5. The concomitant of order statistics for bivariate Pseudo–Weibull distribution.
6. Concomitants for Record Statistics for Bivariate Pseudo Weibull Distribution
7. Distributional properties of Concomitants of Upper Records for Bivariate Pseudo Rayleigh Distribution
8. Concomitants of Lower Records for Bivariate Pseudo Inverse Rayleigh Distribution
9. Exact sampling distribution of reliability coefficient under the Rayleigh model
10. Distributional properties of reliability coefficient for Weibull Distribution