We repeat this procedure m times.
Procedure M a p B y O r d e r compares bnodes in the same way as FindApproximations.
Suppose there is a procedure M which can be used to refute sets of sentences, and we wish to show it is complete for T .
end{aligned} (9)We repeat this procedure m times to generate a graph, where m is the number of edges in graph G.
In Fig. 7, the ultimate moment of the specimens, (M n ) Exp is compared with the corresponding value predicted by the ACI 318-11 design procedure, (M n ) Pre.
Procedure M a p A p p r o x i m a t i o n s(m,a p p r o x), with 1≤m≤4, is used to carry out the mapping.
Thus, we designed procedure M a p E q u i v a l e n t s(m) to map equivalent bnodes in T a b G 1[m] and T a b G 2[m], where 1≤m≤4.
We repeat this procedure M = 100 times, generating a set of binary values { h j, IBC } and { h j, SIGACT }, j = 1, …, M, where h j = 0 if we can reject the null hypothesis at a 5% significance level, and h j = 1 if the null hypothesis can not be rejected.
We repeated this resampling procedure M times, and from the M estimates of the above quantities calculated their standard deviation, which gave the statistical error due to the limited amount of sequence data.
Also, there were no effects involving Training Group or Reinstatement US Type on subjective discomfort of the shock at the end of the workup procedure (M = 6.10, SD = 0.88; ps > 0.55).
By repeating this procedure m times, a set of m (not necessarily distinct) random RNA secondary structures of size n can be generated in time O m ⋅ n ⋅ log (n ), where a preprocessing time of O (n 2 ) is required for the computation of all (weighted) class sizes up to input length n.
