Sentence examples for two probabilities for from inspiring English sources

We derive both of the two probabilities for the general case over n multiple routes for the DSR protocol.

This shows that TRF events are rather infrequent, compared to tweets and retweets, but they are responsible for a large percentage of the new links in Twitter. Figure 3 b compares the two probabilities for increasing values of Δ, averaged across all TF and TRF events in our dataset.

That data will immediately feed into calculating the three probabilities for each leg, which the algorithm will combine to estimate whether each leg should commit to pushing down on the ground, or lift up and swing away in order to keep its balance — all while the robot is virtually blind.

There are four probabilities for the R L value: (1) for favorable adsorption, 0 < R L < 1, (2) for unfavorable adsorption, R L > 1, (3) for linear adsorption, R L = 1, and (4) for irreversible adsorption, R L = 0.

There are four probabilities for the R L value: for favorable adsorption 0 < R L < 1, for unfavorable adsorption R L > 1, for linear adsorption R L = 1 and for irreversible adsorption R L = 0.

The RL parameter is considered as a more reliable indicator of the adsorption There are four probabilities for the RL value: (1) for favourable adsorption 0 < RL < 1; (2) for unfavourable adsorption RL > 1; (3) for linear adsorption RL = 1, and (4) for irreversible adsorption RL = 0.

As an example, for two tests the probability of observing both tests positive in the ith subpopulation is given as:

The other seven probabilities for the three test scenarios may be similarly derived.

This procedure was repeated at each of the seven probabilities (for more details, [ 20]).

Annual transition probability was the mean of five probabilities for the transition between the given states between each pair of consecutive years.

Each annual transition probability was the mean of five probabilities for the transition between the given states between each pair of consecutive years.