BCMSABritish Columbia Municipal Safety Association (Canada)
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References in periodicals archive ?
In order to verify the efficiency of the proposed BCMSA, in this paper, suppose there are two large domains [N.sub.1] = 1 x [10.sup.4], [N.sub.2] = 100 x [10.sup.4] and five kinds of different prevalence rates which are [p.sub.1] = 0.01, [p.sub.2] = 0.001, [p.sub.3] = 0.0001, [p.sub.4] = 0.00001, and [p.sub.5] = 0.000001.
At the same time, when the probability p is gradually reduced, BCMSA has gradually become more efficient than Method 10, and l tends to 100%; that is to say, the average classification time for each object tends to 1/[k.sub.1] in the BCMSA.
In this paper, BCMSA is proposed, and it can greatly improve searching efficiency when dealing with complex searching problems.