Add to ORKGThis paper is on attmpt to discuss Testing statistical hypotheses represented by inequality about parameters of Normal distributions. These hypotheses are of three types as follows. mx>mo (mo is a constant) mx>my (mx is the mean of IIx and my is the mean of IIy) σx2>σy2 (σx2 is the voriance of IIx and σy2 is the variance of IIy) These IIx. IIy are different Normal distributions. We discuss these Testing statistcal hypotheses in a more concrete way than E.. L.. Lehmann et al (1959) did in this paper
For normally distributed populations, we obtain confidence bounds on a ratio of two coefficients of ...
Abstract. In this paper problem of testing of hypothesis is discussed when the samples have been dra...
Structure involving inequalities is often used in the statistical inference. Parameter estimation in...
This paper is on attmpt to discuss Testing statistical hypotheses represented by inequality about pa...
This Paper is on attmpt to discuss again Testing statistical hypotheses which was discussed by us in...
SummaryThe use of some objectivistic optimum properties like U.M.P.(D), M.S.(D) and M.S.S.M.P.(D) is...
This dissertation deals with normal linear models with inequality constraints among model parameters...
In this paper, a goodness-of-fit test for normality based on the comparison of the theoretical and e...
This paper develops three asymptotically equivalent tests for examining the validity of imposing lin...
A new test of normality based on Poincaré inequality is proposed and analyzed. It rests on the chara...
In the estimation of simultaneous equation econometric models, overidentifying restrictions improve ...
Let X have a multivariate, p-dimensional normal distribution (p greater than or equal to 2) with unk...
textThe focus of this research is on hypotheses testing involving inequality constraints. In the fir...
This dissertation addresses some interesting inferential problems for the mean of a special normal d...
This paper presents a statistic for testing a complete sample for normality. The test statistic is d...
For normally distributed populations, we obtain confidence bounds on a ratio of two coefficients of ...
Abstract. In this paper problem of testing of hypothesis is discussed when the samples have been dra...
Structure involving inequalities is often used in the statistical inference. Parameter estimation in...
This paper is on attmpt to discuss Testing statistical hypotheses represented by inequality about pa...
This Paper is on attmpt to discuss again Testing statistical hypotheses which was discussed by us in...
SummaryThe use of some objectivistic optimum properties like U.M.P.(D), M.S.(D) and M.S.S.M.P.(D) is...
This dissertation deals with normal linear models with inequality constraints among model parameters...
In this paper, a goodness-of-fit test for normality based on the comparison of the theoretical and e...
This paper develops three asymptotically equivalent tests for examining the validity of imposing lin...
A new test of normality based on Poincaré inequality is proposed and analyzed. It rests on the chara...
In the estimation of simultaneous equation econometric models, overidentifying restrictions improve ...
Let X have a multivariate, p-dimensional normal distribution (p greater than or equal to 2) with unk...
textThe focus of this research is on hypotheses testing involving inequality constraints. In the fir...
This dissertation addresses some interesting inferential problems for the mean of a special normal d...
This paper presents a statistic for testing a complete sample for normality. The test statistic is d...
For normally distributed populations, we obtain confidence bounds on a ratio of two coefficients of ...
Abstract. In this paper problem of testing of hypothesis is discussed when the samples have been dra...
Structure involving inequalities is often used in the statistical inference. Parameter estimation in...