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Our model describes the particle movement due to the DEP-induced force.
Our model describes the trends in our experimental data well.
When the chemical reactions are suppressed, our model describes the dynamic behaviour of conventional distillation columns.
Our model describes not only the mechanism of motor control but also that of learning.
Our model describes evolutionary dynamics in a high-dimensional, structured genotype space with interspecies interaction.
Our model describes realized habitat quality as a ratio of density- and location-dependent mortality to density-dependent growth.
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Our model describing the carrier dynamics in QD lasers is based on the experimental works [10, 24, 25].
We here demonstrate four applications of our model (described in the "Methods" section) in terms of strategies for harvesting, reforestation (replanting) and afforestation (new planting).
Our model (described in more detail in Technical Appendix S1) analyzes notifications as a function of epidemiological correlates of tuberculosis as well as programmatic variables.
Collectively, these observations are consistent with previous reports of islet oscillations at different glucose concentrations [8], [35] and with our model describing glycolytic and ionic mechanisms of producing oscillations [36].
Our model described in this paper is novel and adds important information to the current body of literature.
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CEO of Professional Science Editing for Scientists @ prosciediting.com