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The method is applied to compute the dielectric permittivity of Apollo 17 landing site in Taurus-Littrow valley and to a part of Sinus Iridum.
The new algorithm includes two domain decomposition methods, each method is applied to compute the values at ((n+1))st time level by use of known numerical solutions at nth time level, respectively.
The method is applied to compute the symbolic dynamics and entropy bounds for the return map of the singular limit of a switching system with hysteresis and the forced Van der Pol equation.
The equations of motion are discretized by using the Galerkin method and then the generalized-α time integration method is applied to compute the dynamic responses of the membrane.
In their approach, the ADI method is applied to compute the fourth-order accurate solution on the fine and coarse grids, respectively, then the Richardson extrapolation technique and an operator-based interpolation scheme are employed in each ADI iteration to calculate the sixth-order accurate solution on the fine grid.
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Thus, the stepwise regression method which combines forward selection method and backward elimination method was applied to compute the AIC statistics.
An offset-method is applied to compute the inter-phase values in Euler Lagrange approach.
For demonstration purposes, this new method is applied to compute eigenmodes of a compressible jet.
The whole geometry is discretized using tetrahedrons and the finite element method (FEM) is applied to compute the potential field distribution.
Box-counting method was applied to compute multifractal spectrum, spectrum width Δα and spectrum difference Δf of counter surfaces.
These corrected probe values were normalized via quantile normalization and a median polish method was applied to compute one expression measure from all probe values.
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