Sentence examples for limited probability from inspiring English sources

Suggestions(1)

The phrase "limited probability" is correct and usable in written English.
You can use it any time you need to talk about something that is possible but not likely. For example, "There is a limited probability that it will rain tomorrow."

Exact(11)

This protection implies that the attacker has a very limited probability of guessing the actual items contained either in the sale data or in the mining results.

The results suggest that there is only limited probability for the coating exfoliation due to thermal cycling when Ni Cr coatings are used to protect the boiler component against steam oxidation.

A design problem is formulated, when the optimized concentration of SNMs in a sample is obtained for a high probability of detection and a limited probability of false alarm.

Results show that although there is only a limited probability that one approach is consistently better than another, the Cooke Classical Model is generally the most suitable for assessing uncertainties, whereas the new ERF model should be preferred if the goal is central value estimation accuracy.

Thus, there is a relatively limited probability of cross-reactivity with self as well as foreign antigens.

This might result from a limited probability of summation of the potentials arising from single auditory nerve fibres due to disturbances in spike initiation and conduction.

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Similar(48)

On the opposite, in a scenario with an ideal MAC protocol, this limiting probability does not depend on [8].

Finally, note that the limiting probability (17) equals to zero for any unbalanced configuration with at least one cluster with one sensor.

where π i is the limiting probability that the system is in state i and S is the state space of the Markov chain.

The solutions to some fundamental problems in non-linear systems such as bifurcations, steady state solutions, limiting probability distribution of steady state solutions, domains of attraction and basin boundaries are obtained.

The limiting probability that a node is in zone 1 at any time is given by d 1 d 1 + d 0, where d0 is the length of zone 0. Figure 2 Markov chain model for zone transitions.

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