|There is still a refinement in the
probability of Shape possibilities.
Shape is dependent on r conditions.
That they form the set R of Shape
Then each element contributes to the overall probability.
This part is:
Es ist: 0 <
j < r + 1
Then applies to the total probability of Shape
A differentiation of the individual components is
obtained by weighting the individual
Then the probability of Shape possibilities is:
Overall, the probability of Shape possibilities
Equation 18.104.22.168 is the most general approach that
can be made for any set R of Shape prerequisites, that can still be weighted in
their action by the dj.
In a first approach, it is
assumed that all parts have the same effect, so that the
weighting factors are all one, equation 22.214.171.124 applies.
||The weighting factors are
set equal to one
= ... = dj
= ... = dn
Here are 6
components called shape
It applies to the single probability: fj
Therefore, 6 possibilities can occur.
Thus, the chance of Development
1 to 7. That corresponds to a share of 14,28
he probability factor for Development
= 0,1428... = 1:7.
This approach is used in all following considerations as
the basis of the calculations.