2020
DOI: 10.1103/physrevresearch.2.033377
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Phase separation of polymer-bound particles induced by loop-mediated one dimensional effective long-range interactions

Abstract: The cellular cytoplasm is organized into compartments. Phase separation is a simple manner to create membraneless compartments in order to confine and localize particles like proteins. In many cases, these particles are bound to fluctuating polymers like DNA or RNA. We propose a general theoretical framework for such polymer-bound particles and derive an effective 1D lattice gas model with both nearest-neighbor and emergent long-range interactions arising from looped configurations of the fluctuating polymer. … Show more

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Cited by 5 publications
(6 citation statements)
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References 51 publications
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“…In the dynamic simulations of the main text, we chose the value close to the estimated upper limit in order to be as close as possible to the .5 J = 4 experimental value of 90% of ParB inside the droplets ( (Sanchez et al 2015) , and here). This value is in semi-quantitative agreement with other simulation works on ParB-ParB (Broedersz et al 2014;David et al 2018) . At the gas density on the thermodynamic coexistence curve is very low (see Fig.…”
Section: Data Availability Statementsupporting
confidence: 92%
See 1 more Smart Citation
“…In the dynamic simulations of the main text, we chose the value close to the estimated upper limit in order to be as close as possible to the .5 J = 4 experimental value of 90% of ParB inside the droplets ( (Sanchez et al 2015) , and here). This value is in semi-quantitative agreement with other simulation works on ParB-ParB (Broedersz et al 2014;David et al 2018) . At the gas density on the thermodynamic coexistence curve is very low (see Fig.…”
Section: Data Availability Statementsupporting
confidence: 92%
“…For 1d, 2d square, and 3d simple cubic lattices, the LG coordination number is q = 2d . Recent work (David et al 2018) shows that a 1D LG model on a fluctuating polymer like DNA can undergo phase separation and that such a model can, after averaging over the polymer conformational fluctuations, be assimilated approximately to a LG with short range (nearest-neighbor) interactions on a lattice with an effective, perhaps fractal, coordination number between 2 and 6 (G. David, PhD Thesis, in preparation). The increase in coordination number from the value of 2 expected for a linear polymer is due to the combined effects of nearest-neighbor (spreading) interactions along the polymer and bridging interactions between proteins widely separated on the polymer, but close in space.…”
Section: Figure S3mentioning
confidence: 99%
“…Super-resolution microscopic measurements suggest that these clusters result from a phase transition-like mechanism [14]. Theoretical models further suggest that this phase transition is unconventional as it may imply a framework of a lattice gas on a fluctuating polymer [30]. From a biological perspective, the mechanisms underlying the formation of a cluster should reflect the non-trivial cellular organization of genetic information and proteins [31].…”
Section: Leaky Vs Quenched Clustermentioning
confidence: 99%
“…Recent work has investigated the role of polymer ‘scaffolds’ on the phase-separation of 3D proteins [10, 36, 37], and how 3D proteins mediate communication between distal genomic regions [38, 39]. This work has emphasized that polymers can widen regimes in which a bulk fluid undergoes a phase-transition.…”
Section: Discussionmentioning
confidence: 99%