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The AFM and DFM produce very accurate solutions for both cases without invoking any numerical problems.
This approach allows to obtain accurate solutions for actual industry heap leaching operations.
It leads to (highly) accurate solutions, for solutions stiffness ranging from 1 to 10−7.
We present a method to obtain arbitrarily accurate solutions for conservative classical oscillators.
We demonstrate that the MSFV method provides accurate solutions for compressible multiphase flow problems.
Obtaining accurate solutions for convection diffusion equations is challenging due to the presence of layers when convection dominates the diffusion.
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This approach provides a practical way to obtain an accurate solution for superdirectivity.
Hysteresis-based classifiers represent a fast and accurate solution for the retinal-vessel segmentation problem.
NEEMP was implemented in C, contains parallelization and provides a fast and accurate solution for work with EEM.
The numerical results show that the proposed scheme obtains the most accurate solution for each fixed CPU time.
We demonstrate that the proposed method enables us to obtain high accurate solution for high Reynolds number.
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