QQM Topic 2

Cards (23)

  • Types of variables:
    • Quantitative
    • Measured on a numeric scale
    • Example:
    • Ages of employees at a company
    • Qualitative
    • Classified into categories
    • Example:
    • College major of each student in a class
  • Longitudinal Data
    Data values observed over time
  • Cross Section Data
    Data values observed at a fixed point in time
  • Population
    A population is the collection of all items of interest or under investigation.
  • Sample
    A sample is an observed subset of the population.
    If we examine every single one, we conduct a census
  • Why sample?
    • Less time consuming than a census
    • Less costly to administer than a census
    • Well-designed sampling strategy can result in a representative sample of the same population at far less cost
  • Sampling is unnecessary if all unites in population are identical.
  • Representative sample
    The distribution of characteristics among elements of the sample is the same as the distribution among the total population.
  • Unrepresentative sample
    Some characteristics are overrepresented or underrepresented.
  • Simple Random Sampling
    • Every individual or item from the population has an equal change of being selected.
    • Ways of identifying cases:
    • Random number table
    • Random digit dialling (RDD)
  • Systematic Sampling
    • Decide on sample size: n.
    • Divide frame of N individuals into groups of k individuals: k= N/n.
    • Randomly select one individual from the 1st group.
    • Select every kth individual thereafter.
    • May not be random if sequence has periodicity.
  • Cluster Sampling
    • Population is divided into several "clusters", each representative of the population.
    • A simple random sample of clusters is selected.
    • All items in the selected clusters can be used, or items can be chosen from a cluster using another probability sampling technique.
    • Useful when sampling frame is not available.
    • Sampling error is greater
  • Data Types
    A) Longitude Data
    B) Cross Section Data
  • Population vs. Sample
    A) Population
    B) Sample
  • Stratified Sampling
    • Population divided into subgroups (called strata)
    • Ensures that various groups within the sampling frame will be included
    • Simple random sample selected from each subgroup
    • Samples from subgroups are combined into one
  • Stratified Random Sampling
    • Proportionate stratified sampling
    • Disproportionate stratified sampling
    • Commonly used to ensure that cases from smaller strata are included sufficiently.
  • Non-Probability Sampling
    • Items of the sample are not chosen based on known or calculable probabilities, but using a subjective (non-random) method.
    • Convenience
    • Quota
    • Purposive
    • Snowball
  • Availability or Convenience Sampling
    • Elements are selected on the basis of convenience.
    • Useful in a new setting or in exploratory studies.
    • Often masquerades as a more rigorous form of research.
  • Quota Sampling
    • May be representative on quota characteristics but no other way.
    • Must know relevant characteristics of entire population.
    • If a random sample cannot be drawn, it is better to use a quota sample than no quota.
  • Purposive Sampling
    • Elements are selected for a purpose, usually because of their unique position.
    • Informants should be:
    • Knowledgeable
    • Willing to talk
    • Representative
    • Must pass completeness and saturation tests
    • What you hear provides an overall sense of the meaning of a concept, theme or process.
    • You gain confidence that you are learning little that is new from subsequent interviews.
  • Snowball Sampling
    • Elements are selected as successive informants or interviewees identify them
    • Used for hard-to-reach or hard-to-identify interconnected populations
    • Normally cannot be confident that sample represents total population of interest
  • Probability sampling methods allow researchers to use laws of chance to draw samples.
    • Simple random
    • Stratified
    • Systematic
    • Cluster
  • Nonprobability methods are best to in-depth understand a small group.