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P13. Petropoulos, C.
(2017).
Estimation of the
order restricted scale parameters for two populations from
the Lomax distribution.
Metrika.
accepted
WEBAPPENDIX |
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P12. Tripathi Y.M., Kumar S.
and Petropoulos, C. (2016). Minimax estimators for the
lower-bounded scale parameter of a location-scale family of
distributions.
Communications in Statistics
-
Theory and Methods. DOI
10.1080/03610926.2016.1205611.
pdf |
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P11. Tripathi Y.M., Kumar S.
and Petropoulos, C. (2016). Estimating the shape parameter
of a Pareto distribution under restrictions.
Metrika.
79,
91–111.
pdf |
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P10. Tripathi Y.M., Kumar S.
and Petropoulos, C. (2014). Estimation for the Parameters of
an Exponential Distribution Under Constrained Location.
Mathematical Methods of Statistics, 23,
66–79.
pdf |
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P9. Tripathi Y.M., Kumar S.
and Petropoulos, C. (2014). Improved Estimators for
Parameters of a Pareto Distribution with a Restricted Scale.
Statistical Methodology, 18, 1-13.
pdf |
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P8. Petropoulos, C. and
Kourouklis, S. (2012).
New classes of improved confidence intervals for the
variance of a normal distribution.
Metrika,
75,
491-506.
pdf |
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P7. Petropoulos, C. (2011).
New classes of improved confidence intervals for the scale
parameter of a two-parameter exponential distribution.
Statistical Methodology, 8,
401-410.
pdf |
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P6. Petropoulos, C.
(2010).
A class of improved
estimators for the scale parameter of a mixture model of
exponential distribution with unknown location.
Communications in Statistics
-
Theory and Methods,
39, 3153-3162.
pdf |
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P5. Petropoulos, C.
(2006).
Estimation
of a quantile in a mixture model of exponential distributions with unknown
location and scale parameter. Sankhya,
68, 240 - 251.
pdf |
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