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We finally point out the relation of the present work to the fast adiabatic-like expansion of an accordion optical lattice, a system which can be used to magnify the initial quantum state (quantum microscope).
The relation of the present torques in the three axes and its efficient ones is presented by left[ {begin{array}{*{20}c} {tau_{{x_{e} }} } {tau_{{y_{e} }} } {tau_{{z_{e} }} } end{array} } right] = varvec{E }f_{on/off} left( {varvec{E}^ left[ {begin{array}{*{20}c} {tau_{x} } {tau_{y} } {tau_{z} } end{array} } right]} right) (8).
Author's response: Considering the main points of Bapteste's comment, I believe I need to summarize my position on three issues: i) physics versus metaphysics, ii) the nature of the anthropic principle, iii) the relation of the present concept to Intelligent Design (ID).
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In Section 7, we point out the relation of the presented techniques to deep learning-based architectures.
It is, however, difficult to check the validity of the power-law relation on the presented dataset, due to the small number of landslides in our database (73), the large uncertainties on the depth, and the scattering of the data.
Of particular interest in relation to the present work is a recent investigation by Makovitzki et al., in which ultra-short peptide sequences conjugated to palmitic acid were studied [54].
None of these studies have relation to the present study.
Lastly, as the chosen carotid MRI does not allow direct differentiation between intraplaque hemorrhage and associated luminal thrombus, we explored the time dependence of MRIPH in relation to the presenting symptom using regression analysis.
In relation to one of the present molecular guidelines, it is suggested that 3% sequence variation of the 16S rDNA sequence is a threshold value to represent distinctly different bacterial species [ 8- 11] However, most recently, some examples of lower levels of 16S rDNA sequence variations were found among some Campylobacter species [ 12].
For the ion-exchange processes indicated above, the following equations demonstrate the relations of the materials present under the conditions of equilibrium: In these equations, the constant K1 is a pure number without units (such as feet per second) because the units on the right side of the equation cancel.
Motivated by those results, here we use a linear model f(x) = mx + b + ε to characterize log-relations of the noise present in velocity-dependent measurements from trial to trial.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com