The phrase "a unique metric" is correct and usable in written English.
It can be used when referring to a specific measurement or standard that is distinct or one-of-a-kind in a particular context.
Example: "In our analysis, we developed a unique metric to evaluate the effectiveness of our marketing strategies."
Alternatives: "a distinct measure" or "an exclusive standard".
This metric line determines a unique metric segment joining x and y.
Due to the geometry of the InSPira HD, a unique metric should have been developed specific for the system, making interpretation of the results difficult.
Assume that for any x and y in X, there exists a unique metric segment [ x, y ], which is an isometric copy of the real line interval [ 0, d ( x, y ) ].
P C is nonexpansive, d ( P C ( x ), P C ( z ) ) ≤ d ( x, z ) for every x, z ∈ X. Remark 21 Note that the existence of a unique metric projection does not need the compactness of C. Remark 22 [13].
A metric space is called an -tree, if the following conditions are satisfied: (1)any two points are joined by a unique metric segment (denoted by ); (2)if and then ; (3)for any there exists such that.
For a metric space the following conditions are equivalent: (1) is a complete -tree; (2) is hyperconvex and any two points in are joined by a unique metric segment.
The type of data you can boaster is a more unique metric than which type of phone you have.
Then the sequence { x n } converges strongly to x = P VI ( C, A ) f ( x ), where P VI ( C, A ) is the unique metric projection from C onto VI ( C, A ). Next, we consider the problem of finding a solution of a Ky Fan inequality [23], which is known as an equilibrium problem in the terminology of Blum and Oettli; see [24] and the references therein.
If R is a straight G-space (has unique metric segments) which has convex spheres, and if ϕ is a motion of R (an isometry of R onto itself) for which { ϕ n ( p ) } is bounded for some p ∈ R, then ϕ has a fixed point.
Definition 4.2 An ℝ-tree is a metric space X such that (i) there is a unique geodesic (metric) segment denoted by [ x, y ] joining each pair of points x and y in X; and (ii) [ y, x ] ∩ [ x, z ] = { x } ⇒ [ y, x ] ∪ [ x, z ] = [ y, z ]. .
Under both algorithms, for each iteration step in a time slot, each residual base station is capable of computing a unique weight metric.
