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Exact(36)
Of course, for a given z with a.e.
For a given z 0 ∈ H, compute z n + 1 by the iterative schemes u n = P K r z n, (25).
Algorithm 4.1 For a given z 0 ∈ H, compute u n + 1 by the iterative schemes g ( u n ) = J A z n, (4.6).
For a given z ∈ H and u ∈ C, u = P C z ⇔ 〈 u − z, v − u 〉 ≥ 0, ∀ v ∈ C. Lemma 2.4 Let H be a real Hilbert space.
For a given Z ∈ P ∗, R o ( Z ) ⊆ R i r ( Z ) if and only if I ( Y p ; X i | WQ ) ≤ I ( Y s ; X i | UWQ ).
The ex-post π can be obtained recursively via (11) for a given z, because any unit cost function is strictly concave with respect to its argument (in this case, π).
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We rather chose the RF hardware mask to be of elliptical shape within the transversal plane, enclosing the true physical outline of the RF coil. Figure 4 only shows the transversal shape of the hardware masks, i.e., for a given z-plane.
For this comparison, the intensity of SLI is obtained by normalizing the defocused 2D OTF and the total fluorescence intensity of TPLSM generated at a given z-plane for a uniform specimen is calculated by integrating the two photon intensity in each z section [ 30].
For any given z ∈ S, we get (3.7).
Analysis of the correlations between projectile Z, energy, detector response, and fluctuation of the response make it possible to develop a model to predict the δZ for projectiles of given Z and energy.
PC m (z) = max{PC x (z), PC y (z)}, where PC x (z) is phase congruency for a given position z of image x. S L (z) is the gradient magnitude for a given position z.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com