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What ABC classification strategies exist?

With ABC classifications you can group the individual values of a dimension with regard to a particular numerical measure.

When creating your ABC classifications, you can follow these strategies:

  • Classification with regard to absolute measure values

  • Classification with regard to the cumulated measure value

  • Classification with regard to the total of the dimension values

Absolute measure values

The classification relates to absolute measure values. The limits between the A and B segments and the B and C segments are predefined. The dimension values are assigned to the three groups in line with these limits.

Example 33.

You are creating an ABC classification for your customers (Sold-to party dimension) with regard to the sales generated (Order volume measure). You define the following classification limits:

A-B limit = 5 million EUR and B-C limit = 2 million EUR

Segment A contains all customers that generate sales greater than or equal to EUR 5 million. Segment B contains all customers that generate sales less than EUR 5 million and greater than or equal to EUR 2 million. Segment C contains all customers that generate sales less than EUR 2 million.

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Percentage share of total measure value (Lorenz curve)

The classification relates to the cumulated measure value. This figure is 100%. The dimension values are sorted and assigned to the three groups according to the relevant value of the selected measure. The dimension values assigned to the A, B, or C segment should each add up to a particular percentage share of the total value of the measure.

For example, if you specify the segmentation A = 50%, B = 30% and C = 20%, the dimension values are classified as follows: The A segment contains the dimension values with the best measure values, which add up to 50% of the cumulated measure value. The best measure value can be the highest or the lowest value depending on the selected measure. The B segment contains the dimension values, whose measure values add up to the next 30% of the cumulated measure value. The C segment contains the remaining 20% of the dimension values.

Example 34.

You are creating an ABC classification for your customers (Sold-to party dimension) with regard to the sales generated (Order volume measure). You define the following segmentations:

A = 50%, B = 30%, and C = 20%

The customers are sorted internally by the value of the Order volume measure. Segment A contains the customers who between them generate 50% of your company's sales. Segment B contains the customers who between them generate the next 30% of sales. Segment C contains the customers who in total generate the remaining 20% of sales.

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Percentage share of the total number of dimension values

This classification relates to the total of the dimension values. This figure is 100%. The dimension values are sorted and assigned to the three groups according to the relevant value of the selected measure. The number of dimension values assigned to the A, B or C segments should each add up to a particular percentage share of the total number of dimension values.

For example, if you specify the segmentation A = 50%, B = 30% and C = 20%, the dimension values are classified as follows: The A segment contains the 50% of dimension value with the best measure values. The best measure value can be the highest or the lowest value depending on the selected measure. The B segment contains the next 30% of dimension values and the C segment contains the remaining 20% of the dimension values.

Example 35.

You are creating an ABC classification for your customers (Sold-to party dimension) with regard to the sales generated (Order volume measure). You define the following segmentations:

A = 50%, B = 30%, and C = 20%

The customers are sorted internally by the value of the Order volume measure. Segment A contains the first 50% of customers with the highest measure value. Segment B contains the next 30% of customers. Segment C contains the remaining 20 % of customers.

Linked Picture File Template_support_manuals_APD