Sentence examples for probability to be able from inspiring English sources

In these circumstances, relays closer to the source have a higher probability to be able to retransmit the signal and, thus, to belong to the decoding subset.

Ship owner also stipulates, by a least probability, to be able to transport a quantity of each cargo within its transport demand.

If you use a quality website builder, your site should be protected against hackers and their malware, and the bots will have less of a probability to be able to attack your site successfully.

The rationale is that APs will end up in the vicinity of F, yet not at the position of F. Therefore, there is a high probability for PP nodes to be able to reach one of those APs without a need to incur overhead.

Although the chance of false negative decreases as a tumour grows, in the model, we consider a constant probability of false negative to be able to simultaneously estimate the progression parameters, including transition rates and sensitivity.

"Optimal" means that the choice should give reason for a high probability of the institutions to be able to conduct the programme for at least one year, to adopt the programme before the project phase (and funding) ends, and to serve as a model for other institutions having a similar structure, organisation, or environment, including possible problems to be solved in maintaining the programme.

These methods rely on exploratory/search heuristics to discover a sufficient set of probability densities or sample points to be able to construct a sufficiently accurate approximation of the belief space such that an optimal policy can be found (see [9] for a detailed review on PBVI algorithms).

Those probabilities are given randomly in order to be able to perform a statistical study of this application.

The need to estimate the number of phone numbers for NSW and by stratum from the Australia figures, used to calculate the differing probabilities of selection, highlighted the desirability to be able to access accurate information at least at the State and Territory level.

b Coverage probability of being able to attend n voice and m data users simultaneously, in other words, probability that there is enough transmit power to be able to attend this number of connections simultaneously.

Fisher's exact test seems to be able to calculate this probability.