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The Hirota bilinear method is used to handle the variant Boussinesq equations.
The finite element method is used to handle the fractional advection-dispersion equation.
In this latter case, an immersed boundary method is used to handle the embedded cylinder boundary.
An auxiliary differential equation (ADE) method is used to handle the frequency-dependent constitutive relations with the help of auxiliary polarization currents in the computational and PML regions.
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An association method is used to handle this problem.
For variables that are difficult to measure, what method is used to handle this difficulty?
The classical nearest shrunken centroid method is used to handle numerical microarray data sets.
The last observation carried forward method was used to handle missing and incomplete efficacy data for the primary measure.
The Efron method was used to handle ties.
The last observation carried forward (LOCF) method was used to handle missing data because of early discontinuation or data censoring.
The method can be used to handle cases with reflecting boundaries.
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