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Exact(5)

Let (Q_c) be the current query and (X_c) be the respective result set of (Q_c).

The following example shows that Theorem 2.9 is proper extension of the respective result in standard metric spaces.

Note that the respective result in the setting of ordered cone metric spaces is proved in [14].

If the proof of a theorem is based on p ( x n + 1, x n ) ≠ 0, n ∈ N, then it works for ( X, δ ) and the theorem is an immediate consequence of the respective result (if known) for metric spaces.

The significance of these results was also tested by an unequal variance t-test and the respective result are reported in Additional file 5: Table S5.

Similar(55)

After completing their searches, have the groups that searched for the same question meet to share their respective results (i.e., both Group 1s, Group 2s, etc).

You can't use it to send a message faster than light, because the correlation shows up only when the two experimenters get together and compare their respective results.

These decisions and their respective results are pretty straight forward.

We present the respective results in Table9.

Figure 1 shows the respective results.

The respective results are in good agreement.

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