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The fractional Black-Scholes (B-S) equation is an important mathematical model in finance engineering, and the study of its numerical methods has very significant practical applications.
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By 2003, the Drug Enforcement Administration had found that Purdue's "aggressive methods" had "very much exacerbated OxyContin's widespread abuse".
Therefore, these projection methods have very similar computation speed.
Moreover, those adaptive methods have very good practical performance making them also very good in practice for estimation.
The BP-SA and SC-EM methods have very similar performance due to the similar procedures they adopt to solve l1−l2 optimization problems.
In most cases, all methods have very similar mean-squared error in the lager sample data, thus, we cannot decide which one is the best.
These methods have very low dispersion errors and require precise boundary conditions to avoid numerical instabilities and to control spurious wave reflections at the computational boundaries.
The results from validation clearly showed that the SNP calling methods are robust and selected SNPs, which were called by two methods, have very low false positive rate (Additional file 1: Table S2).
The two extraction methods had very similar extraction efficiencies, and gave essentially identical results (Figure 1A).
The two frequentist methods have very similar mean widths.
It has been shown that the HGT predictions by different methods have very little overlap [ 12].
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CEO of Professional Science Editing for Scientists @ prosciediting.com