DIN 53804-1:1981-09

1 Field of application and purpose
2 Concepts
3 Frequency distributions and their graphical
      representation
      3.1 Graphical representation of individual values
      3.2 Graphical representation using classification
4 Characteristic values of samples
      4.1 Characteristic values for denoting the mean
             position of the individual values of a sample
             4.1.1 Arithmetic mean
             4.1.2 Median
      4.2 Characteristic values for denoting the
             variation of the individual values of a sample
             4.2.1 Variance
             4.2.2 Standard deviation
             4.2.3 Coefficient of variation
             4.2.4 Range
      4.3 Calculation of mean and variance from individual
             values
      4.4 Calculation of mean and variance for
             classification
5 Testing for normal distribution
6 Confidence intervals for parameters of the normal
      distribution
      6.1 Confidence interval for the expected value
      6.2 Confidence interval for the standard deviation
      6.3 Confidence interval for the difference of two
             expected values with independent samples
      6.4 Confidence interval for the difference of two
             expected values with pairwise-related samples
7 Testing of exposed values and variances with normal
      distribution
      7.1 Comparison of an expected value with an assigned
             values
      7.2 Comparison of two expected values assuming
             independent sample
      7.3 Comparison of two expected values assuming
             pairwise-related samples
      7.4 Comparison of two variances
8 Maverick-suspect individual values and their treatment
      8.1 Maverick test according to Dixon
      8.2 Maverick test according to Grubbs
Appendix A - Examples from textile technology
Appendix B - List of symbols used
Standards and documents referred to
Explanations