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The long-time solutions behavior of nonlinear equation (1) has been already studied in the literature.
A natural question is to estimate the influence of 'mistakes' in coefficients and delays on solutions' behavior of delay differential systems.
When water, a selective solvent for PEO segments but a selective non-solvent for POSS segments, was added to the THF solutions, behavior common to polyelectrolytes was observed.
We deal with the question of how to estimate the influence of 'mistakes' in coefficients and delays on solutions' behavior of the delay differential neutral system x i ′ ( t ) − q i ( t ) x i ′ ( t − θ i ( t ) ) + ∑ j = 1 n ( p i j ( t ) − Δ p i j ( t ) ) x j ( t − τ i j ( t ) − Δ τ i j ( t ) ) = f i ( t ), i = 1, …, n, t ∈ [ 0, ∞ ).
Similar(56)
The hydrogen bonding in polymer solutions leads to deviate remarkably from normal solutions behaviors.
Solution behavior is not assumed to be known, but the switching-point from solution behavior to rapid guessing, which may differ across test-takers, is estimated as part of the model.
We present a generic approach based on ideal solution behavior.
The solution behavior of these amphiphiles was studied.
Both systems present slight negative deviations from ideal solution behavior.
However, it is expected that the general solution behavior remains the same even with such improvements.
Solution behavior switches to tonic spiking if (c_{mathrm{tot}}) is increased.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com