The approach has been widely used and successfully incorporated to numerous practical applications, including models of phase transitions, contact line dynamics in complex fluids, cell motility.
A set of parameters describing the atomic mobilities of the disordered A2 phase are given, which will be useful for future quantitative models of phase transitions involving this phase.
His scientific research interests include: quantum theories of brain operation, computational neuroscience, artificial neural networks, models of emergence processes, quantum field theory, models of phase transitions in condensed matter, models of human memory and visual perception, models of decision making, models of statistical reasoning.
DOI: http://dx.doi.org/10.7554/eLife.03542.020 Linear and sigmoidal models of phase coding lead to distinct experimentally testable predictions.
The third component of the models of phase transition presented in Additional File 1 is TaVRN3, which is thought to be an orthologue of AtFT (FLOWERING LOCUS T).
3) Along the same lines, it would have been nice to see at least some discussion of previous models of phase precession.
2) There is not much discussion of previous models of phase precession, although many of the experimental results used by the authors to support their model is predicted/explained by other models as well.
In the Discussion we outline which previous models of phase precession could provide a mechanistic basis for our single cell coding model and which models would instead imply coordinated assemblies.
Using simulation, it was inferred that under a simple model of phasing, pre-phasing and T accumulation, most information is contained in the intensities of the previous, current and next cycle.
A theoretical model of phase transitions in human hand movements.
