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Fig. 5 Total accuracy when α takes different values.

Now based on the situations, α in Equation (19) takes different values.

Figure 5 shows the assignment results when SDB takes different values.

Our problem (1.1) has different variational structures when λ takes different values.

In the simulation experiment l takes different values, i.e. 16, 32, 64 and 96.

Then, when σ takes different values, their relationships are discussed below, which are shown in Fig. 5.

The function model S M j v describes the closeness and similarity of a given feature vector (v) to all the feature vectors around the interest point S F j and α is a constant that takes different value.

There is also variation in difference mechanisms; interventions need not be taken to find differences in outcomes because, with difference mechanisms, some variables are actual difference makers which already take different values in the natural world, resulting in natural variation in the outcomes.

In such table, objects may take different values under the same attribute measured at different scales.

The problem (1.1) has different variational structures when λ take different values.

We have also investigated the role of crossover rate and mutation rate by taking different values.