Author | Wright, Tommy. author |
---|---|
Title | Exact Confidence Bounds when Sampling from Small Finite Universes [electronic resource] : An Easy Reference Based on the Hypergeometric Distribution / by Tommy Wright |
Imprint | New York, NY : Springer New York, 1991 |
Connect to | http://dx.doi.org/10.1007/978-1-4612-3140-0 |
Descript | XVI, 431 p. online resource |
1. Introduction -- 2. The Applications -- 2.1. Application I. Exact 100(1-?)% One-Sided Upper and Lower Confidence Bounds for A Under Simple Random Sampling -- 2.2. Application II. Exact 100(1-?)% Two-Sided Confidence Bounds for A Under Simple Random Sampling -- 2.3. Application III. Conservative Confidence Bounds for A Under Simple Random Sampling when N0 Is Not in the Table, but N0 Is Between Two Other Values of N That Are -- 2.2 Application III.1. When a Particular Value n0 is Not in the Table -- 2.4. Application IV. Exact One- and Two-Sided ? Level Tests of Hypotheses Under Simple Random Sampling -- 2.5. Application V. Sample Size Determination Under Simple Random Sampling -- 2.6. Application VI. The Analogous Exact Inferences and Procedures of Applications I, II, III, IV, and V Can All Be Performed for P, the Universe (Population) Proportion, Under Simple Random Sampling -- 2.7. Application VII. Conservative Confidence Bounds Under Stratified Random Sampling with Four or Less Strata -- 2.8. Application VIII. Conservative Comparison of Two Universes -- 3. The Development and Theory -- 3.1. Exact Hypothesis Testing for a Finite Universe -- 3.2. Exact Confidence Interval Estimation for a Finite Universe -- 3.3. Some Additional Results On One-Sided Confidence Bounds -- 4. The Table of Lower and Upper Confidence Bounds -- 4.1. N = 2(1)50 -- 4.2. N = 52(2)100 -- 4.3. N = 105(5)200 -- 4.4. N = 210(10)500 -- 4.5. N = 600(100)1000 -- 4.6. N = 1100(100)2000 -- References