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For design purposes the fragmentation probability needs to be assessed.
In order to evaluate the error probability, the outage probability needs to be calculated.
For a system to provide improved QoS and seamless user experience, the communication interruption probability needs to be smaller.
Except for the accuracy of estimation, one obvious concern of both estimates is a tag quantity range over which the maximum probability needs to be searched.
Similar to the method described in [42], in order to calculate the average error probability, the outage probability needs to be evaluated.
Similar to the analysis above, the closed-form expression of outage probability needs to be derived at first, and then the outage capacity equals to the target data rate with fixed outage probability.
Similar(52)
The posterior probabilities needs to be estimated from the observed data and for the methodology applied in sections 3 and 4, it is important to look at the log odds of the estimated posterior probabilities.
Oftentimes probabilities need to be computed for related events.
Therefore, both horizontal and vertical PAM error probabilities need to be evaluated.
In this work, we investigate how precise the probabilities need to be by measuring how imprecision in the probabilities affects diagnostic performance.
Since there are (E_{B}^{max }) probabilities needed to be worked out, only (E_{B}^{max } - 1) independent balance equations and the normalized equation are chosen.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com