The Logic of Sampling - PowerPoint PPT Presentation

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The Logic of Sampling

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The Logic of Sampling. Methods of Sampling. Nonprobability samples ... Theory & Logic of Probability Sampling. Sampling Distribution. Central Limit Theorem ... – PowerPoint PPT presentation

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Title: The Logic of Sampling


1
The Logic of Sampling
2
Methods of Sampling
  • Nonprobability samples
  • Used often in Qualitative Research
  • Probability or random samples
  • Every person has an equal chance of being
    included in the sample

3
Sampling of Participants
  • Try to obtain a representative sample
  • Representative samples allow us to generalize
    findings to the larger group
  • Sampling is often not under the control of the
    researcher in low-constraint (field) research
  • Therefore, caution is required in interpreting
    the results
  • Generalize only to similar participants and NOT
    to the general population

4
Sampling Terminology
  • Populations
  • Sampling Element
  • Target Population
  • Sampling Frame
  • Parameters and Statistics

5
Non-Probability Sampling
  • Convenience or Accidental or Haphazard
  • Quota
  • Purposive or Judgmental
  • Snowball

6
Non-Probability Sampling
  • Deviant cases
  • Sequential
  • Theoretical
  • Use of Informants

7
Theory Logic of Probability Sampling
  • Sampling Distribution
  • Central Limit Theorem
  • Sampling Error

8
The Normal Distribution
  • Represents the actual distribution of naturally
    occurring data
  • Real distributions do not conform completely to
    the normal distribution
  • Inferential statistics takes a set of data and
    normalizes it so comparisons can be made

9
Characteristics of the Normal Distribution
  • Bell shape
  • Unimodal
  • Mean is located at the center of the bell curve
  • Area under the curve is 100 of the data
  • The 50th percentile or the median, is the same
    value as the mean

10
The Standard Deviation and the Normal
Distribution
  • Direct relationship between the standard
    deviation and the curve
  • The same number of observations will always fall
    within the same standard deviation units from the
    mean of the distribution
  • 68 lie within -1 to 1 s.d.s from the mean
  • 95 lie within -2 to 2 s.d.s from the mean
  • 99.8 lie within -3 to 3 s.d.s from the mean

11
Probability Sampling
  • Simple Random Sample
  • Systematic Sampling
  • Stratified Sampling

12
Probability Sampling
  • Cluster Sampling
  • Within Household Sampling
  • Probability Proportionate to Size (PPS)
  • Random-Digit Dialing

13
Hidden Populations
  • Targeted Sampling
  • Respondent Drive Sampling

14
Sample Size
  • Degree of precision or accuracy needed
  • Larger samples will provide more precise
    estimates of population parameters
  • Variability or diversity in the population
  • Number of different variables
  • Costs and time constraints
  • The larger the sample, the more narrow the
    confidence intervals

15
Drawing Inferences
  • Inferential Statistics
  • Sampling Error
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