The phrase "active probability" is correct and usable in written English.
It can be used in contexts related to statistics, mathematics, or decision-making where probabilities are being actively assessed or calculated.
Example: "In this experiment, we need to consider the active probability of each outcome to make informed decisions."
Alternatives: "dynamic probability" or "current probability".
To further reduce the running time, we construct two lists to save the influence diffused by each node and the active probability of each node, respectively.
The active probability of the channel is assumed to be P1=0.1, and the threshold of the detection probability is α=0.95.
The algorithm of updating PL is given in Algorithm 4. Algorithm 4 searches the simple paths of length T starting from v and updates the active probability of a node i j according to step 5, in which ∏ l = 0 j − 1 w ( i l, i l + 1 ) is the influence spread from v to i j through path (i0,⋯,i j ), and 1−p v is the increment of v' active probability when it is added into S.
Therefore, equation (28) clearly explains that the overall energy consumption depends upon the expected number of retransmissions, average number of hops or links, active probability of a sensor and the expected number of nodes in the cluster, i.e. ρ π R 2. The network scenario is designed and implemented using Network Simulator (NS-2.34) [23, 23].
S3: In this case, the SUs falsely detect the channel's active status with probability P1(1−Q d (τ s,ε,M)), where P1=1−P0 denotes the active probability of the channel, and the energy used is given by C 3 τ s, M = C 1 τ s, M (7).
where Bernoulli(x) is the Bernoulli distribution with parameter x. bkt is the unified source activity of source k at time t, and Ψ is the probability of the source k becoming active (activation probability) in the f th frequency bin.
In addition to IL, we construct another list, namely, probability list PL, to store the nodes' active probabilities at time T. When S=∅, obviously PL={p1=0,⋯,p n =0}.
Similarly, after adding a node v i into S, the active probabilities of nodes in v i 's local area need to be updated.
Notations and variables Meaning and explanation Number of estimated active connections Probability of a contention failure Transmission probability Utilization factor of contention period Optimal value of parameter p Initial backoff window size Maximum backoff window size Maximum number of backoff stages Average contention window size Optimal contention window size.
Hence, link is active with probability, while for, link is active with probability.
Furthermore, an HeNB may be active with probability.
