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Getting to this figure highlights a number of issues with the Ebola data.
This figure highlights the difference in terms of link density when comparing contact and co-presence daily networks.
This figure highlights that the contrast of the image can be smoothly adjusted (enhancement, reduction) by applying SigShrink and SigStretch functions without introducing artifacts.
This figure highlights that the probability of positive secrecy increases with γ ̄ B while decreases with the increase in value of γ ̄ E. In both cases, non-zero secrecy capacity exists even when Eve's channel has a higher average SNR relative to Bob's channel.
Figure 4 represents the α max values obtained with -50 ≤ λ r ≤ 0 and 0 ≤ λ i ≤ 2. This figure highlights the existence of an infinity of matrices A 0 that permit to obtain a solution and provides a value of α max equal to α max A 0 1 = 0. 8 6 for λ r = -15.86 and λ i = 0. Figure 4 Research of α max for various values of λ r and λ i. Matrix A 0 is now chosen equal to: A 0 2 = λ r 1 0 0 λ r 2. (2.).
This figure highlights the positive responses found in EnvB and EnvBF groups, responses for the control group were below 30 Sfor106 for all the matrix pools.
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The high stringency cut-offs used in this figure highlight the most significantly shifted sites (Fig. 4B arrows).
This low figure highlights the fact that the smallest polymers diffuse the fastest, heavily biasing the outcome to the lowest molecular weight fraction in Fig. 1.
This constant clash over the figures highlights three things.
This figure already highlights the complexity of this problem.
This figure also highlights the purpose and facilities offered by each of these controls.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com