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We derive a general approximation method that allows us to calculate the attractor of time-periodic landscapes, and demonstrate using several examples that the results of the approximation and the limiting cases of very slow and very fast changes are in perfect agreement.
The proposed method is demonstrated using several examples.
The advantages of paper contributions are illustrated using several examples.
The developed techniques are demonstrated using several examples.
This model of database use and improvement is demonstrated using several examples.
We demonstrate the feasibility of our codes using several examples (Miqueles et al., 2013) [1].
Similar(30)
We illustrate the technique here using several example problems.
Using several example simulation systems, including a system with a continuous non-linearity described by a non-integer exponent, both temporal and spectral identification techniques are employed to study the issues described above.
We have used several examples to verify and demonstrate the capability of this theory.
We will use several examples to point out the connections between DNA methylation and nuclear architecture.
We will use several examples to correlate these electronic and structural properties to the chemical reactivities of the transition metal carbide and nitride model surfaces.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com