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To demonstrate the use of the method, we applied it to assess the possible association between apolipoprotein CIII (six coding SNPs) and restenosis by using a case-control data set.
The method we applied is a 10-fold Newton iteration and the error here is about 10−10.
Although the method we applied originated from studies of infectious diseases, it is unknown whether Farr's Law applies to epidemics of a non-infectious origin.
The method we applied has recently been approved by Study Group 12 of the ITU-T as a new ITU-T Rec.
In order to test the prediction capabilities of the method, we applied a jack-knife test.
Routine genetic testing for HNPP, at least by the method we applied, in patients with typical BPP is not warranted.
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To show the validity of the method, we apply the method to the simulations of capillary waves, binary droplet collisions, and bubble flows.
As a demonstration of the method, we apply these rules to the design and characterization of a novel oligodeoxynucleotide inhibitor of hDnmt1.
In Section 'Applications', to illustrate the method, we apply this method for the simple harmonic oscillator (SHO).
The method we apply is based on the iterative construction of solution estimates and repetitive application of the Grönwall inequality.
The method we apply is analogous to the Sandwich DP method proposed for GMAP spliced alignment algorithm (Wu and Watanabe, 2005).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com