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On a stronger version
of Wallis’ formula
Uppuluri V. Ramamohana Rao |
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Vol. 19 (1966), No. 1, 183–187
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Abstract |
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In Mathematical Statistics, estimation of parameters which index the probability density functions of random variables is an interesting area. The object of estimation is to look for estimators which have ‘desirable’ properties. It turns out that the lower bounds on the variances of estimators can be used to derive some inequalities. This is illustrated here in connection with Wallis’ formula. |
Mathematical Subject Classification
Primary: 62.99
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Milestones
Received: 6 October 1965
Published: 1 October 1966
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Authors |
| Uppuluri V. Ramamohana Rao | |
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