Subsequent transcriptome analysis of the isolated adaptive mutants revealed different mechanisms of n-butanol resistance in different lineages.
Through sequence analysis of the isolated plasmids from the selected transformants, four endogenous S. cerevisiae genes were identified as overexpression targets eliciting improved tolerance to both iso-butanol and ethanol.
Immunofluorescence imaging and structural analysis of the isolated elastin matrices indicate that amorphous elastin clumps were formed within non-additive control cultures, while aggregating elastin fibrils were observed within SMC cultures treated with CuNPs (1 10 ng ml−1) alone or together with HA oligomers.
Our analysis of the isolated channel model could help to identify parameter values that give interesting dynamics (such as oscillations and bi-stability) in the coupled model.
In this study, we isolated the RNPs from MHV and performed negative staining EM and cryo-EM images analysis of the isolated intact and degraded RNPs.
Genomic analysis of the isolated viruses reveals that divergent strains exist and that the virus is not yet "fixed" in its identity and character.
We studied the system under variation of α and I, using the results of our analysis of the isolated channel model to guide the selection of a reasonable range of values for I.
For analysis of the isolated polymer, TMAH was added as described elsewhere.[12] No TMAH was used in Py-GC-MS analyses of the RuO4 oxidation product of the soluble polymer.
We will now use the results of our analysis of the isolated channel model to investigate how the dynamics of the system change as coupling between channels is introduced.
When α = 0, we know from analysis of the isolated channel model that all of the STN sub-populations will converge to some fixed activity level (determined by I) and all the GPe sub-populations will converge to some other fixed level (i.e. there is a single fixed point where x 1 = x 2 = ⋯ = x N and y 1 = y 2 = ⋯ = y N ).
Our analysis of the isolated channel model demonstrates that, when the Parkinsonian connection strengths are used, a simple model of a coupled pair of STN and GPe sub-populations can generate dynamic behaviour that is either steady-state (regions A and B), oscillatory (region C), or bi-stable between a steady and oscillating state (region D).
