INTRODUCTION TO DATA ANALYSIS-PART 2 -



Final stage of the initial data analysis

During the final stage, the findings of the initial data analysis are documented, and necessary, preferable, and possible corrective actions are taken.
Also, the original plan for the main data analyses can and should be specified in more detail and/or rewritten.
In order to do this, several decisions about the main data analyses can and should be made:

  • In the case of non-normals: should one transform variables; make variables categorical (ordinal/dichotomous); adapt the analysis method?
  • In the case of missing data: should one neglect or impute the missing data; which imputation technique should be used?
  • In the case of outliers: should one use robust analysis techniques?
  • In case items do not fit the scale: should one adapt the measurement instrument by omitting items, or rather ensure comparability with other (uses of the) measurement instrument(s)?
  • In the case of (too) small subgroups: should one drop the hypothesis about inter-group differences, or use small sample techniques, like exact tests orbootstrapping?
  • In case the randomization procedure seems to be defective: can and should one calculate propensity scores and include them as covariates in the main analyses?[11]

Analyses

Several analyses can be used during the initial data analysis phase:
  • Univariate statistics (single variable)
  • Bivariate associations (correlations)
  • Graphical techniques (scatter plots)
It is important to take the measurement levels of the variables into account for the analyses, as special statistical techniques are available for each level:
  • Nominal and ordinal variables
    • Frequency counts (numbers and percentages)
    • Associations
      • circumambulations (crosstabulations)
      • hierarchical loglinear analysis (restricted to a maximum of 8 variables)
      • loglinear analysis (to identify relevant/important variables and possible confounders)
    • Exact tests or bootstrapping (in case subgroups are small)
    • Computation of new variables
  • Continuous variables
    • Distribution
      • Statistics (M, SD, variance, skewness, kurtosis)
      • Stem-and-leaf displays
      • Box plots




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