2020
DOI: 10.1101/2020.01.14.905653
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The Nonequilibrium Mechanism of Noise Enhancer synergizing with Activator in HIV Latency Reactivation

Abstract: 21 has become a leading strategy in curing HIV. Recently, single-cell screening experiments 22 have shown the drug synergy between two categories of biomolecules, Activators (AC) 23 and Noise Enhancers (NE): NE can amplify the reactivation of latent HIV induced by AC, 24 although NE itself cannot reactivate HIV latency. Based on an established LTR-two-state 25 effective model, we uncover two necessary conditions for this type of drug synergy: The 26 decreasing of the turning-on rate of LTR induced by NE is hig… Show more

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“…As reactions progress, the molecular numbers would randomly increase or decrease by one at some time point (Figure 1E; see Methods), and the waiting time of the increase and decrease obeys exponential distributions with parameters determined by the production and decay rates in the deterministic model, respectively. This stochastic process can be exactly solved by Gillespie algorithm, which has been widely used in previous studies (Guo et al, 2020;Thattai and van Oudenaarden, 2001;Veliz-Cuba et al, 2015;Zhao et al, 2021); however, the computation cost is high, and thus we use chemical Langevin equations as approximations to reduce the cost (Gillespie, 2000). Although the biological noise in nature usually has the extrinsic and intrinsic components simultaneously, we only consider the case where only one source of noise exists for simplicity, i.e., only extrinsic noise exists or only intrinsic noise exists.…”
Section: Mathematical Modelingmentioning
confidence: 99%
“…As reactions progress, the molecular numbers would randomly increase or decrease by one at some time point (Figure 1E; see Methods), and the waiting time of the increase and decrease obeys exponential distributions with parameters determined by the production and decay rates in the deterministic model, respectively. This stochastic process can be exactly solved by Gillespie algorithm, which has been widely used in previous studies (Guo et al, 2020;Thattai and van Oudenaarden, 2001;Veliz-Cuba et al, 2015;Zhao et al, 2021); however, the computation cost is high, and thus we use chemical Langevin equations as approximations to reduce the cost (Gillespie, 2000). Although the biological noise in nature usually has the extrinsic and intrinsic components simultaneously, we only consider the case where only one source of noise exists for simplicity, i.e., only extrinsic noise exists or only intrinsic noise exists.…”
Section: Mathematical Modelingmentioning
confidence: 99%