Khan, Shahjahan
(as bibtex)
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Articles (46)
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Saqr, Anwar, Khan, Shahjahan.
Mathematical reflection approach to instrumental variable estimation method for simple regression model.
Pakistan Journal of Statistics
2016.
32:37-48
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Yunus, Rossita M., Khan, Shahjahan.
Score Test in Robust M-Procedure.
Journal of Applied Probability and Statistics
2014.
9:55-75
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Khan, Shahjahan.
Classical and Bayesian prediction for multivariate simple regression model.
Journal of Applied Probability and Statistics
2014.
9:67-78
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Khan, Shahjahan.
Statistics in planning and development.
Pakistan Journal of Statistics
2013.
29:513-524
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Saqr, Anwar, Khan, Shahjahan.
Reflection method of estimation for measurement error models.
Journal of Applied Probability and Statistics
2012.
7:71-88
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Yunus, Rossita M., Khan, Shahjahan.
Increasing the power of the test through pre-test -- A robust method.
Communications in Statistics: Theory and Methods
2011.
40:581-597
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Yunus, Rossita M., Khan, Shahjahan.
Increasing power of robust test through pre-testing in multiple regression model.
Pakistan Journal of Statistics
2010.
26:151-170
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Hassan, Anwar, Khan, Shahjahan.
Prediction distribution of generalized geometric series distribution and its different forms.
Pakistan Journal of Statistics
2009.
25:47-57
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Hoque, Zahirul, Khan, Shahjahan, Wesolowski, Jacek.
Performance of Preliminary Test Estimator Under Linex Loss Function.
Communications in Statistics: Theory and Methods
2009.
38:252-261
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Kabir, Md. Enamul, Khan, Shahjahan.
Estimation of univariate normal mean using $p$-value.
Advances and Applications in Statistics
2009.
13:241-256
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Khan, Shahjahan.
Optimal tolerance regions for future regression vector and residual sum of squares of multiple regression model with multivariate spherically contoured errors.
Statistical Papers
2009.
50:511-525
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Khan, Shahjahan.
Shrinkage Estimators of Intercept Parameters of Two Simple Regression Models with Suspected Equal Slopes.
Communications in Statistics: Theory and Methods
2008.
37:247-260
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Rahman, Azizur, Khan, Shahjahan.
Prediction distribution for linear regression model with multivariate Student-$t$ errors.
Far East Journal of Theoretical Statistics
2008.
24:35-48
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Khan, Shahjahan, Saleh, A. K. Md. E.
Estimation of Slope for Linear Regression Model with Uncertain Prior Information and Student-t Error.
Communications in Statistics: Theory and Methods
2008.
37:2564-2581
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Hoque, Zahirul, Wesolowski, Jacek, Khan, Shahjahan.
Observed data based estimator and both observed data and prior information based estimator under asymmetric losses.
American Journal of Mathematical and Management Sciences
2007.
27:93-110
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Khan, Shahjahan.
Optimal tolerance regions for some functions of multiple regression model with Student-$t$ errors.
Journal of Statistics & Management Systems
2006.
9:699-715
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Khan, Shahjahan.
Shrinkage estimation of the slope parameters of two parallel regression lines under uncertain prior information.
Model Assisted Statistics and Applications: An International Journal
2006.
1:195-207
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Khan, Shahjahan, Kabir, Enamul.
Distribution of Future Location Vector and Residual Sum of Squares for Multivariate Location-Scale Model with Spherically Contoured Errors.
Journal of Statistical Theory and Applications
2006.
5:91-104
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Khan, Shahjahan, Hoque, Zahirul, Saleh, A. K. Md. E..
Estimation of the intercept parameter for linear regression model with uncertain non-sample prior information.
Statistical Papers
2005.
46:379-395
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Khan, Shahjahan.
The Role of the Shape Parameter for the Shrinkage Estimators of the Mean Vector of Multivariate Student-t Population.
International Journal of Statistical Sciences
2004.
3S:NA-NA
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Khan, Shahjahan.
Research Contributions of Emeritus Professor M Safiul Haq Shahjahan Khan.
International Journal of Statistical Sciences
2004.
3S:NA-NA
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Khan, Shahjahan.
Predictive distribution of regression vector and residual sum of squares for normal multiple regression model.
Communications in Statistics: Theory and Methods
2004.
33:2423-2441
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Chattopadhyay, Asis Kumar, Khan, Shahjahan.
A statistical model of occupational mobility -- A salary based measure.
Hacettepe Journal of Mathematics and Statistics
2004.
33:77-90
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Khan, Shahjahan, Chattopadhyay, Asis Kumar.
Predictive analysis of occupational mobility based on number of job offers.
Journal of Applied Statistical Science
2003.
12:11-22
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Khan, Shahjahan.
Estimation of the parameters of two parallel regression lines under uncertain prior information.
Biometrical Journal
2003.
45:73-90
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Khan, Shahjahan.
A note on an optimal tolerance region for the class of multivariate elliptically contoured location-scale model.
Calcutta Statistical Association Bulletin
2002.
53:125-131
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Saleh, A.K. Md. E., Khan, Shahjahan.
Stein-type Estimators for Mean Vector in Two-Sample Problem of Multivariate Student-t Populations with Common Covariance Matrix.
International Journal of Statistical Sciences
2002.
1:NA-NA
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Khan, Shahjahan, Haque, Zahirul.
James-Stein estimators for the mean vector of a multivariate normal population based on independent samples from two normal populations with common covariance structure.
Pakistan Journal of Statistics
2002.
18:359-381
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Khan, Shahjahan.
Distribution of sum of squares and products matrices for the generalized multilinear matrix-$T$ model.
Journal of Multivariate Analysis
2002.
83:124-140
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Khan, Shahjahan, Saleh, A. K. Md. E..
On the comparison of the pre-test and shrinkage estimators for the univariate normal mean.
Statistical Papers
2001.
42:451-473
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Khan, Shahjahan.
Improved estimation of the mean vector for Student-$t$ model.
Communications in Statistics: Theory and Methods
2000.
29:507-527
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Khan, Shahjahan.
On the estimation of mean vector of student-$t$ population with uncertain prior information.
Pakistan Journal of Statistics
1998.
14:161-175
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Khan, Shahjahan, Bhatti, M. I..
Predictive inference on equicorrelated linear regression models.
Applied Mathematics and Computation
1998.
95:205-217
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Khan, Shahjahan, Saleh, A. K. Md. Ehsanes.
Comparison of estimators of means based on $p$-samples from multivariate student-$t$ population.
Communications in Statistics: Theory and Methods
1998.
27:193-210
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Khan, Shahjahan.
Likelihood based inference on the mean vectors of two multivariate student-$t$ populations.
Far East Journal of Theoretical Statistics
1997.
1:77-91
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Khan, Shahjahan, Saleh, A. K. Md. Ehsanes.
Shrinkage pre-test estimator of the intercept parameter for a regression model with multivariate student-$t$ errors.
Biometrical Journal
1997.
39:131-147
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Saleh, A. K. Md. Ehsanes, Khan, Shahjahan.
Shrinkage Pre-Test Estimator of the Intercept Parameter for a Regression Model with Multivariate Student-t Errors.
Biometrical Journal
1997.
39:131-147
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Khan, Shahjahan.
Regression-based prediction for two-stage survey data with correlated normal errors.
Applied Mathematics and Computation
1996.
79:105-124
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Khan, Shahjahan.
The multilinear model prediction in presence of intraclass correlation.
Journal of Applied Statistical Science
1996.
4:83-96
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Khan, Shahjahan.
Predictive inference for the heteroscedastic multiple regression model with a class of spherical errors.
The Aligarh Journal of Statistics
1995.
15-16:1-17
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Khan, Shahjahan.
Inference about the parameters of the multilinear model with equi-correlated responses.
Journal of Statistical Research
1994.
28:163-176
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Khan, Shahjahan, Haq, M. Safiul.
Prediction distribution for the multilinear model with matrix-$t$ error: The case of spherical error distribution.
Journal of Applied Statistical Science
1994.
1:239-250
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Khan, Shahjahan, Haq, M. Safiul.
$\beta$-expectation tolerance region for the multilinear model with matrix-$t$ error distribution.
Communications in Statistics: Theory and Methods
1994.
23:1935-1951
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Khan, Shahjahan, Haq, M. Safiul.
Distribution of the Wishart matrix for the generalized multilinear model with matrix $t$-error.
Journal of the Indian Statistical Association
1993.
31:129-135
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Haq, M. Safiul, Khan, Shahjahan.
Structural inference of the parameters of the heteroscedastic simultaneous equation model.
Communications in Statistics: Theory and Methods
1990.
19:4713-4729
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Haq, M. Safiul, Khan, Shahjahan.
Prediction distribution for a linear regression model with multivariate Student-$t$ error distribution.
Communications in Statistics: Theory and Methods
1990.
19:4705-4712