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Hypothesis Testing

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To corroborate theory by testing ideas against facts ... We accept a theory only after it is corroborated by empirical predictions. 3 ... – PowerPoint PPT presentation

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Title: Hypothesis Testing


1
Hypothesis Testing
  • 2007-03-21

2
Purpose of a Hypothesis Test
  • To corroborate theory by testing ideas against
    facts
  • Corroboration involves making predictions about
    how social phenomena works
  • We accept a theory only after it is corroborated
    by empirical predictions

3
Statistical Inference
  • Entails drawing conclusions about a population on
    the basis of sample statistics
  • Awareness of sampling error is important in
    making a statistical inference

4
Statistical Purpose of a Hypothesis Test
  • To determine whether statistical effects computed
    from a sample indicate
  • (1) real effects in the population or
  • (2) sampling error
  • How likely is this to have happened by chance?
  • Deciding whether to accept or reject a statement
    on the basis of data

5
Hypothesis Test Preparation
  • State the research question
  • Determine which variables to use
  • Define the population under study
  • Define the sample and sample size
  • Select the statistical test
  • Draw a conceptual diagram

6
Six Steps of Statistical Inference
  • State the null hypothesis
  • Describe the sampling distribution
  • State the chosen level of significance
  • Observe the actual sample
  • Make the rejection decision
  • Interpret and apply the results

7
Hypothetical Framework forHypothesis Testing
  • Let us imagine for a moment
  • Provide a measuring stick against which to
    compare our actual results
  • In steps 1-4 we say
  • Hold this thought. If the hypothesis is true,
    here is what happens in repeated sampling
  • Only in step 5 do we firm up the decision and
    decide what we really believe is true

8
Focus on p-Values
  • p-Value is a measurement of the unusualness of a
    sample outcome when the hypothesis is true
  • Tells us how often in repeated sampling we are
    likely to obtain the difference between the
    observed and what is expected

9
Level of Significance
  • Specifies the critical probability at which we
    are no longer willing to say that out sample
    outcome resulted from random sampling error
  • Level of confidence
  • (1 level of significance)

10
Possible Results ofRejection Decisions
11
Test Direction
  • One-tailed
  • direction of the effect is know
  • stronger test
  • easier to reject Ho
  • Two-tailed
  • things are different

12
Selecting the Right Statistical Test
  • This is the easy part
  • See handout
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