Exact(28)
Descriptive functions are defined using relations and definite descriptions.
Then the dominance tree is built using relations between nodes.
Other bounds and inequalities can be obtained using other recursions or using relations between contiguous functions.
Using relations (5) and (7), we manage to perform capacity planning of the analyzed UMTS networks.
Using relations (3.4) and (3.15) we obtain that, which completes the proof.
(15) Using relations (13) to (15), for the random variables X, U and V, inequality (12) provides the desired theorem.
Similar(32)
Now let us show that the coefficients (B_{n}) are uniquely found by using relation (11).
Using relation (2.7), we show that.
The length of SPTC was calculated by using relation (49).
Since, using relation (3.57) we have that (3.58).
By using relation (3.10), we reach the required result.
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