Network Robustness Due to Multiple Positive Feedback Loops: A Systematic Study of a Th Cell Differentiation Model
Author(s) -
Yunchen Gong,
Zhaolei Zhang
Publication year - 2010
Publication title -
signal transduction insights
Language(s) - English
Resource type - Journals
ISSN - 1178-6434
DOI - 10.4137/sti.s3534
Subject(s) - positive feedback , robustness (evolution) , negative feedback , bistability , in silico , feedback control , computer science , control theory (sociology) , systems biology , boolean network , biological system , biology , physics , bioinformatics , control (management) , artificial intelligence , engineering , genetics , gene , quantum mechanics , voltage , control engineering , electrical engineering , boolean function , algorithm
Positive feedback loops have been identified in many biological signal transduction systems. Their importance in a system’s bistability has been well established by identifying multiple steady states of a network under different parameters. In this paper, we identify the contribution of positive feedback loops to network robustness by a systematic comparison between network structures and responses to perturbations at a pre-steady state. Our study is based on a T helper (Th) cell differentiation model in which positive feedback loops give rise to a subnet robustness against both positive and negative perturbations from outside the subnet. Although it is unclear whether this pre-steady state exists in vivo, the results from in silico modeling are in agreement with the reported in vivo observations. Being highly heterogeneous and rarely at a steady state, the disease cells, such as cancer cells, may gain potential resistances to certain drugs in a similar way. From the reverse engineering point of view, our results confirm that, while data from perturbation experiments are very effective in identifying causal relationships among the network components, caution should be taken, as in some circumstances, a direct interaction could be invisible due to positive feedback loops.
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