2015
DOI: 10.1103/physrevlett.114.078101
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Stochastic Phenotype Transition of a Single Cell in an Intermediate Region of Gene State Switching

Abstract: Multiple phenotypic states often arise in a single cell with different gene-expression states that undergo transcription regulation with positive feedback. Recent experiments have shown that at least in E. coli, the gene state switching can be neither extremely slow nor exceedingly rapid as many previous theoretical treatments assumed. Rather it is in the intermediate region which is difficult to handle mathematically. Under this condition, from a full chemical-master-equation description we derive a model in … Show more

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Cited by 84 publications
(74 citation statements)
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“…[36][37][38][39][40][41][42][43] Most of these schemes still, however, rely on there being a sufficient degree of time scale separation between gene and protein degrees of freedom, which means that switching dynamics must usually be assumed to be very fast. While such an assumption could be a sound one for many gene circuits, the intermediate regime where there is no such time scale separation is also of interest especially for understanding the behavior of mammalian gene circuits.…”
Section: Introductionmentioning
confidence: 99%
“…[36][37][38][39][40][41][42][43] Most of these schemes still, however, rely on there being a sufficient degree of time scale separation between gene and protein degrees of freedom, which means that switching dynamics must usually be assumed to be very fast. While such an assumption could be a sound one for many gene circuits, the intermediate regime where there is no such time scale separation is also of interest especially for understanding the behavior of mammalian gene circuits.…”
Section: Introductionmentioning
confidence: 99%
“…A number of methods exist for determining the decomposition in which the potential is defined; however, by far the most common is via the steady state probability distribution over the state space, where U ∝ − ln(P s (X)). Numerous studies have obtained landscapes based upon this approach, either using methods that directly obtain the steady state distribution (Lv et al, 2014;Ge et al, 2015;, or use extensive simulations to estimate the distribution empirically (Wang et al, 2008(Wang et al, , 2010aLi et al, 2011;. Alternative approaches include those based upon variational principles and the action in moving between any two points (Wang et al, 2010bLv et al, 2014), empirical Lyapunov functions (Bhattacharya et al, 2011) or an orthogonal decomposition of the vector field (Zhou et al, 2012).…”
Section: Limitations To Gradient Based Dynamicsmentioning
confidence: 99%
“…Such cellular processes 36 involving dedifferentiation and cell-fate switching might constitute a fundamental 37 element of a tissue's capacity to self-repair and rejuvenate [5,6]. However, such 38 physiological (normal) cell reprogramming might have pathological consequences if the 39 acquisition of epigenetic and phenotypic plasticity is not transient. In response to 40 chronically permissive tissue environments for in vivo reprogramming, the occurrence of 41 unrestrained epigenetic plasticity might permanently lock cells into self-renewing (a) (b) Fig 2. Schematic reprentation of the ER-GRN model and its multiscale reduction.…”
Section: Introduction 25mentioning
confidence: 99%
“…Our deconstruction of epigenetic plasticity and phenotypic malleability 730 provides crucial insights into how pathological states of permanently acquired 731 pluripotency can be therapeutically unlocked by exploiting epigenetic heterogeneity. 732 We have added an ER layer to previous approaches in which cell phenotypes were 733 associated with the attractors of complex gene regulatory systems and their robustness, 734 with the resilience of such attractors tuned by the presence of intrinsic noise, 735 environmental fluctuations, and other disturbances [35][36][37][38][39][40][41][42][43]. Our approach is based on 736 two main pillars: namely, a framework for the generation of the ensemble of ER systems, 737 and a multiscale asymptotic analysis-based method for model reduction of the stochastic 738 ER-GRN model (see Section Multi-scale analysis and model reduction).…”
mentioning
confidence: 99%