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- Lower bound Xmin of the distribution;
- Upper bound Xmax of the distribution;
- Step S (e.g. channel spacing in the case of frequency distributions);
- Step shift Ss (e.g. to set the step values to the centre frequency of the channel).
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Figure 407409: Discrete uniform distribution: parameters (left) CDF (right)Anchor F407F409F407 F409
As a result, the generated discrete random parameter will be taking the following values:
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(Eq. 145)
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each value being assigned the same probability:
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The following examples, with a step shift of 0 and a step of 0.2, returns frequencies that will operate at 1000 MHz, for another snapshot it will be 1000.2 MHz, etc… the maximum value will be 1001 MHz
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Figure 408: Discrete Uniform (with step 0)Anchor F408 F408
Adding a step shift of 0.1 and keeping a step of 0.2, returns frequencies that will operate at 1000.1 MHz, 1000.3 MHz etc… with a maximum value of 1000.9 MHz.
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Figure 409: Discrete Uniform (with step 0.1)Anchor F409 F409
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