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The normal dilution method seemed very sufficient and yielded clear solution after dilution.
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The method seems very promising.
The iterative method seems very useful for quick assessment of a wing in ground proximity condition.
We just need to find one method that works, and (besides the whole slip thickness issue) the linierhaar method seems very plausible.
The result of the proposed method seems very impressive given that the AC coefficient selection scheme requires small additional computation when compared with [19].
This method seems very attractive in complexity; however, it should be noted that the magnitude of each coefficient in fact cannot be ensured 'proportional' to the similarity/correlation between the corresponding particle and the query object.
In this respect, least-squares spectral element methods seem very powerful since they combine the generality of finite element methods with the accuracy of the spectral methods and also have the theoretical and computational advantages of the least-squares methods.
As the amount of the WF-JDGSVD and WG-JDGSVD methods is not much larger than that of the F-JDGSVD and G-JDGSVD methods, and as the weighted methods need less iterations to convergence, the parallel version of the weighted methods seems very interesting.
These methods seem very promising for reliably identifying recently diverged lineages.
In particular, their fast and accurate calculation via the Electronegativity Equalization Method (EEM) seems very promising for chemoinformatics applications.
Methods for developing generalized normal distributions seemed very limited until Azzalini (1985).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com