The phrase "iteratively executed" is grammatically correct and can be used in written English.
It means that something is repeatedly or continuously carried out in a step-by-step manner. You can use this phrase when describing a process or action that is done multiple times in a sequential manner. For example: "The algorithm was iteratively executed until the desired result was achieved." "The project's plan was iteratively executed, with each phase building upon the previous one." "Through iteratively executed experiments, the scientists were able to narrow down their findings." "In order to improve efficiency, the task was iteratively executed by the team members."
These two steps are then iteratively executed until the clusters no longer change.
The main component of a synthetic workload generator was a process that iteratively executed a given sequence of SQL statements in a given period of time.
These two steps are iteratively executed until the differences between consecutive estimates of σ and τ ~ are less than a specified threshold.
We observe that the performance of Algorithm 2 largely depends on the number of the generated (G texttt {cand}^+)) subgraphs, on which the partition operation is iteratively executed.
The design algorithm at node i is summarized as follows and is iteratively executed over all sensor nodes i = 1,…,M.
The calculation starts at the arrival time of task τ i and is iteratively executed until the calculated busy period value converges or exceeds the deadline of the task.
Meanwhile, though the MOMMP algorithms iteratively execute one orthogonal projection step, the employment of multi-candidate identification has significantly saved the computational burden by decreasing the number of required iterations.
Then, the algorithm iteratively executes three steps until convergence is reached: first, the distance of one data point to the centroids is calculated; second, the class label of the cluster centroid having the minimum distance is set to the given point; third, the centroids are updated based on the assignment.
Assuming the perfect channel estimation at the receiver, the LLL-LR algorithm iteratively executes three functional processes: Gram-Schmidt orthogonalization (GSO), size-reduction, and basis swapping and finds the basis-reduced matrix H' R = H R T, in which T is an unimodular integer matrix.
Thus, an MS can employ this DD estimation method only if the BS follows all three allocation rules in allocating data burst destined for the MS. One feature of this method is that it iteratively executes CFR estimation and TBCC decoding.
Once the licensing phase is over, JBSPhaseController iteratively executes a series of S phase time steps.
