Part I - David Greve

4. The classifiying dominance – central value and
hierarchy
In addition to the natural dominance, the particular
simple „to be next“ of a value, there is the classifying
dominance of a value. This means that due to any value,
the value arrangement changes or can change into a
hierarchy. The value which has been set downgrades the
other s-values.
Then, these are not equal any more and there are higher
and lower values. The value 1 is not just numeric, but
also in the hierarchy „number one“.
If there has been set a classifying dominance in a system,
there will be never equality among the s-values any
more. There is a contradiction if it is claimed
nevertheless, what can be made clear at the expression
„primus inter pares“. The hierarchy of the following
values can be consequent, i.e.:
Each following value is lower compared to the previous
one, or the s-values can be summarized in groups by their
significance. A s-value which stands very low in a
consequent hierarchy can be raised by the inclusion into a
group of values and can be placed over naturally higher
values.
5. Groups of values
0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
highest rank high rank middle rank low rank lowest rank
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