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Let ((X, rho)) be a lower edges transversal space.
Let ((X, rho)) be an upper edges transversal space.
A fundamental first example of lower edges transversal space is a metric space.
In general, every metric space is an example of a lower edges transversal space.
Let ((X, rho)) be an upper edges transversal space and (T: Xto X).
Elements of a lower edges transversal space will usually be called points.
Similar(6)
(Upper spring ordered transversal spaces).
Lower spring ordered transversal spaces.
For further facts on upper edges transversal spaces, see Tasković [6].
Third, an optimization of the pin fin parameters including the diameter, height, and longitudinal and transversal spacing was performed.
We note that a partially ordered metric space directly is an example of upper spring ordered transversal spaces.
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