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We measured them using a valuation to invested capital (VIC) ratio, which is a metric equal to the post-exit valuation divided by the amount of venture and seed funding prior to exit.
Specifically, A n 0 ∗ and B n 0 ∗ are obtained by assigning for every combination of k and l, all entries in { a uvn 0 kl | ∀ u, v } and { b un 0 kl | ∀ u } to zero, except for the one with the metric equal to Q n 0 kl to c n 0, UB ∗, kl.
Here, A n 0 ∗ and B n 0 ∗ are obtained by assigning for every combination of k and l, all entries in { a uvn 0 kl | ∀ u, v } and { b un 0 kl | ∀ u } to zero, except for the one with the metric equal to Q n 0 kl to c n 0, UB ∗, kl.
While ∀ c n 0 kl > 0, inequality (15) is tightened when all entries of { a uvn 0 kl | ∀ u, v } and { b un 0 kl | ∀ u } are set to zero, except that the one with the metric equal to Q n 0 kl is assigned to c n 0 kl.
A dendrogram was obtained from hierarchically clustering analysis using average linkage and distance metric equal to one minus the Pearson correlation applied to the microarray data.
These summary statistics are compared between the observed and simulated data sets, using a metric equal to the sum of the squared normalized distances, dist (x ′, x ) = ∑ i (W i (x ′ ) − W i (x ) W i (x ) ) 2, (9 where x′ is the simulated data, x is the observed data, and W i is the ith summary statistic of the data.
Similar(53)
It has been noticed that, when applying the method in [18] to the 15 images considered for our experiments, the average probability of detecting a modification in at least 5%% of the marked images, measured with the HDR-VDP-2 metric, is equal to 27.6 %, being therefore much larger than the one obtained by the approach we propose.
We study an inverse problem for a non-compact Riemannian manifold whose ends have the following properties: On each end, the Riemannian metric is assumed to be a short-range perturbation of the metric of the form (dy)2+h x,dx), h x,dx) being the metric of some compact manifold of codimension 1. Moreover one end is exactly cylindrical, i.e. the metric is equal to (dy)2+h x,dx).
Are, basic unit of area in the metric system, equal to 100 square metres and the equivalent of 0.0247 acre.
Litre (l), also spelled liter, unit of volume in the metric system, equal to one cubic decimetre (0.001 cubic metre).
Hectare, unit of area in the metric system equal to 100 ares, or 10,000 square metres, and the equivalent of 2.471 acres in the British Imperial System and the United States Customary measure.
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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