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As each successive term is added, the continued fraction converges towards a single value.
To regularize the equation, a higher-order derivative term is added to the energy.
A forced horizontal external term is added to the parametrically excited system.
What is needed in the short term is added stimulus to promote job growth.
However, an additional robust control term is added to deal with sensor faults, approximation errors, and external disturbances.
A relaxation term is added when it comes to the design of an iterative solver for the nonlinear system.
Secondly, an entropy stable dissipation term is added to this flux to guarantee dissipation of the discrete entropy.
At the end similar results are obtained when a fast decaying source term is added in the right-hand side.
In the first approach, a possibly size dependent stochastic term is added to the deterministic growth kernel to account for the inhomogeneities of the growth process.
On the fine grids in these regions, an effective scalar artificial viscosity term is added to suppress spurious oscillations generated by the high-order central difference method.
The modeling is based on the Euler system where a non-conservative term is added to take the porosity variation into account.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com