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In another recent work, Pasqua et al. [53] reconstructed the potential and the dynamics of the tachyon, K-essence, dilaton, and quintessence scalar field models according to the evolutionary behavior of the interacting logarithmic entropy-corrected holographic RDE model.
Moreover, Pasqua et al. [54] also reconstructed the potential and the dynamics of the some scalar field models like tachyon, K-essence, dilaton, quintessence, and Modified Chaplygin Gas according to the evolutionary behavior of the interacting power-law entropy-corrected holographic RDE model.
These models are composed of approximate mathematical descriptions of the underlying physics and chemistry governing the behavior of the interacting molecules.
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The challenge is how to precisely determine the behaviors of the interacting pathways and how to manipulate the end-point biological responses in normal and cancer cells.
Indeed, a regulatory effect of TamB on TamA was observed in the biophysical behavior of the TAM interacting with a substrate (Shen et al. 2014).
DOI: http://dx.doi.org/10.7554/eLife.06203.008 Our previous behavioral analyses were based on epochs when the initial trigger vocalization was from a male; however, the behavior of the vocally interacting animals may be different when the female starts the sequence.
And like just about anyone else who finds himself fighting the monotony of a workplace routine, they are finding that it is the unpredictable, often eccentric behavior of the people they interact with that adds a little spice to their day.
Jamil et al. [57] investigated the behavior of DE interacting with DM and unparticle in the framework of loop quantum cosmology for four toy models.
In a full genome, where there are many possible interacting genes, it will typically be the short-time behavior of each interacting pair that will dominate the development of RI for the whole organism.
This modeling technique is very mature and has been a preferred tool of physiologists and bioengineers and of quantitative scientists in general to describe and predict the behavior of complex interacting systems.
Discrete element method has been used to simulate the behavior of particles interacting with a flat plate in order to define a relationship between shear-normal impact energy and wear rate during mechanical erosion.
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