Literature DB >> 15626707

Hysteresis and cell cycle transitions: how crucial is it?

Zhangang Han1, Ling Yang, W Robb MacLellan, James N Weiss, Zhilin Qu.   

Abstract

Recently, experiments have shown that cyclin-dependent kinase (CDK) activity exhibits hysteresis in its response to total cyclin when cyclin is made nondegradable and controlled externally. This observation was taken to support mathematical modeling predictions regarding the underlying dynamics of the cell cycle. However, cell cycle dynamics can also be generated by other nonhysteretic mechanisms. To examine the robustness of the hysteretic response of CDK activity to total cyclin, we simulated various cell cycle signal transduction networks, and correlated the dynamics to the response function of CDK activity versus total cyclin. By randomly searching the parameter space, we assessed robustness by estimating the frequency of hysteretic versus nonhysteretic dynamical mechanisms. When the dynamical instabilities were caused by feedback loops in CDK phosphorylation and dephosphorylation or by feedback between cyclin and the CDK inhibitor, the response function of CDK activity versus total cyclin correlated well with the dynamical instabilities. However, when the dynamical instabilities originated from feedback between cyclin and APC-CDH1 or RB-E2F, the response function did not correlate with dynamical instabilities. Thus, although a hysteretic response is neither necessary nor sufficient, it is in general a much more robust mechanism for generating cell cycle dynamics than nonhysteretic mechanisms.

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Year:  2004        PMID: 15626707      PMCID: PMC1305219          DOI: 10.1529/biophysj.104.053066

Source DB:  PubMed          Journal:  Biophys J        ISSN: 0006-3495            Impact factor:   4.033


  37 in total

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  7 in total

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Authors:  Ling Yang; Thomas M Vondriska; Zhangang Han; W Robb Maclellan; James N Weiss; Zhilin Qu
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6.  MicroRNA-mediated regulation in biological systems with oscillatory behavior.

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7.  A minimal "push-pull" bistability model explains oscillations between quiescent and proliferative cell states.

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