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This means that the number of PMUs installed may be insufficient to support some of the applications at the innovation level and/or the production level (i.e. as part of business as usual operation of the GB system).
In this database acquisition, the airport's infrastructure and airport's cameras were used, specific cameras were not added nor changes in the usual operation of the security staff were required.
The usual operation of the violaxanthin cycle (V-cycle) induced by light was ascertained for P. canaliculata.
This approach fits very well with the usual operation of schools, in which usual classroom teachers provide instruction based on defined curriculum.
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It is not difficult to check ([4] or [16]) that ((mathcal{B} V_{a}^{b}(cdot)) defines a seminorm on the linear space (with usual operations) of operator-valued functions of (mathcal {B} -bounded variation on ([a,b]) and that (Vert A Vert _{B} -boundeda)variationthit {on}}+(mathcal{B})V_{a}^{b}(A) ) is a norm on this space (that becomes, in this way, a Banach space).
ℤ is a ring under the usual operations of addition and multiplication.
Consider the algebra, (mathbb{A}=M_{2times2}(mathbb{R})), of all (2 timatricestrices with usual operations of addition, scalar multiplication, and matrix multiplication.
At the extreme, any chain (linear or total order, e.g. the reals standardly ordered) under the usual operations of max and min forms a distributive lattice.
Consider the algebra, (mathbb{A}=M_{2times2}(mathbb{R})), of all (2 timatricestrices with the usual operations of addition, scalar multiplication, and matrix multiplication.
Then Θ : R 1 × R 2 → L defined by Θ ( a, b ) = { β if f ( a ) = b ; α if f ( a ) ≠ b. for all ( a, b ) ∈ R 1 × R 2 is a T L -fuzzy relational morphism from R 1 to R 2. (5) ℤ is a ring under the usual operations of addition and multiplication.
We describe an alternative representation of static directed graphs taking Θ(n+m) initialization time and using Θ(n2) space, which supports the efficient implementation of all usual operations on static graphs.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com