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Therefore midpoints and geodesic segments joining two points are unique.
It was found that fixed points are unique.
Assuming FA, the fixed points are unique; frequently they are the empty set.
irrespective of i ∈ p ̄. Therefore, the best proximity points are unique within each of the subsets.
Therefore, midpoints and geodesic segments [x, y] joining two points are unique.
20 genes showing significant changes over the three time points are unique to the HS1 genotype whereas there are 39 unique differentials in the FR genotype.
Similar(53)
The great-circle distance between two manifold points is unique.
Since (i in bar{p}) is arbitrary then the set of adjacent best proximity points is unique.
For many bathtub-shaped distributions, the turning point is unique, and the hazard varies little in the useful life phase.
This fixed point is unique.
Hence the common fixed point is unique.
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