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Using the same method, we see that Benchmark and Lightspeed Venture Partners own about $2 billion and $1.3 billion, respectively.
Then by mathematical induction method, we see that (2.3) holds for all (iin mathrm{I}!mathrm{N}_0^m).
By the variational method, we see that the ground state solutions of the generalized Choquard equation have orbital stability.
Comparing the importance sampling with the MCMC method, we see that both can obtain samples from a PDF that is known to us up to a normalizing constant.
By using the diagonal method, we see that for each j ∈ N we can find a subsequence ( x n l ) of ( x n ) such that ( x n l ( i ) ) converges for each i ∈ N. Therefore, for any j ∈ N there exists an increasing sequence ( t j ) such that sep ( ( x n l j ) l > t j ) ≥ ε.
By this method, we see a robust rescue in posterior commissure (PC) formation in robo2, fra double mutant embryos with one copy of the Robo2 cDNA BAC compared to controls.
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When we examined the profile of the centroid of a cluster identified by our method, we saw a lower amplitude deletion on the p arm as well.
After retinal lesioning, for each mapping method, we saw changes in the RF locations obtained through the lesioned eye, while for the control eye the topography remained unchanged.
In our methods, we see the existence of asymptotically quadratic convergence, because the correction equations are solved exactly.
Comparing the Fisher methods, we see that the joint model significantly improves performance.
Among MDS-based methods, we see that NMDS generally outperforms MDS2, which itself outperforms MDS1.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com