Also, properties from prior work were selected by identifying the commonalities between the works analyzed and also based on future challenges for large-scale execution of applications and workflows, such as data-intensive workflows, hybrid and multicloud scenarios, performance fluctuation, and reliability.
The late-stage spectra with enhanced broadening (e.g., bottom panels in Figure 2) are suggestive of a scenario in which fluctuations evolve first as a set of normal mode waves and then into sideband waves.
Estimated case numbers in this paper are based on a draft CFS list and on a simplistic static scenario, reflecting neither fluctuations in the number of authorised products nor any potential future trends.
It should however be stressed that, as can be seen in Figure 7, the emerging scenario presents large fluctuations, in the sense that, even within the physiological range for the OGI, solutions with ANLS and NALS coexist.
In the simplest scenario, basic thermodynamic fluctuations and Brownian motion of the molecular players would cause transcription initiation at a given promoter to occur with a constant probability per unit time, and the corresponding mRNAs to decay with a constant probability per unit time, leading to a Poissonian steady-state distribution in the number of transcripts.
In the section of the study where an MESP is calculated for the most desirable scenario, the future fluctuations of the basic fuel price (BFP) were simulated to base the forecasts of the future MESPs, because the SABPS stipulates that the first-generation biofuel price is related to the BFP.
The schedule produced via this static method may not remain optimal in real-time scenarios with unexpected fluctuations of uncertain factors.
In the fluctuation scenario, changes between the Nanog-high and the Nanog-low state are induced by internal system perturbations.
As stated above, for the case that variation in the Nanog levels result as the consequence of stochastic state transitions (fluctuation scenario), we predict that the distribution of residence times approaches an exponential distribution.
In case of the fluctuation scenario, the simulated distributions for the residence times in the Nanog-high as well as the Nanog-low states reflect the predicted exponential distribution (Figure 5A and C).
In contrast to the situation of noise-induced transitions in the bistable setting (i.e. the fluctuation scenario), the oscillatory system is characterized by the existence of a so-called limit cycle attractor.
