2010Journal of Huaiyin Teachers CollegeRequires access

Comparisons of Parameters On Two Uniform Distribution Population

Zhu Cheng-lian

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Abstract

Point estimation of unknown parameters ratio is solved on two uniform distributions.Interval estimation of standard deviations ratio is studied on two uniform distributions.When confidence level is 0.99,the length of normal confidence interval is compared to the length of shortest confidence interval,the results show: both absolute error is decreased by the increasing sample number and both relative error is increased by the increasing sample number when sample number is equal from two uniform distributions.

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Point estimation of unknown parameters ratio is solved on two uniform distributions.Interval estimation of standard deviations ratio is studied on two uniform distributions.When confidence level is 0.99,the length of normal confidence interval is compared to the length of shortest confidence interval,the results show: both absolute error is decreased by the increasing sample number and both relative error is increased by the increasing sample number when sample number is equal from two uniform distributions.

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Available abstract

Point estimation of unknown parameters ratio is solved on two uniform distributions.Interval estimation of standard deviations ratio is studied on two uniform distributions.When confidence level is 0.99,the length of normal confidence interval is compared to the length of shortest confidence interval,the results show: both absolute error is decreased by the increasing sample number and both relative error is increased by the increasing sample number when sample number is equal from two uniform distributions.

Key concepts: Mathematics, Confidence interval, Statistics, Tolerance interval, Interval estimation, Sample size determination, Standard deviation, Interval (graph theory)

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