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1 R. Gesztelyi, "The Hill equation and the origin of quantitative pharmacology" 66 (66): 427-438, 2012
2 V.Singh, "Systems and synthetic biology" Springer 2015
3 V.Singh, "Systems and synthetic biology" Springer 2015
4 F. Kanwal, "Risk of hepatocellular cancer in patients with non-alcoholic fatty liver disease" 155 (155): 1828-1837, 2018
5 Liss, "PPARs and nonalcoholic fatty liver disease" 136 : 65-74, 2017
6 M. Parola, "Nrf1 gene expression in the liver: a single gene linking oxidative stress to NAFLD, NASH and hepatic tumours" 43 (43): 1096-1097, 2005
7 D.Jordan, "Nonlinear ordinary differential equations: an introduction for scien-tists and engineers, Vol. 10" Oxford University Press 2007
8 P. He, "Modeling of mesenchymal hybrid epithelial state and phenotypic transitions in EMT and MET processes of cancer cells" 8 (8): 14323-, 2018
9 P. P. Becker, "MicroRNAs as mediators in the pathogenesis of non-alcoholic fatty liver disease and steatohepatitis" 52 (52): 1-27, 2014
10 T. Zhang, "MicroRNA-378 promotes hepatic in ammation and fibrosis via modulation of the NF-kB-TNFa pathway" 70 (70): 87-96, 2019
11 B.P.Ingalls, "Mathematical modeling in systems biology: an introduction" MIT press 2013
12 Y. Wang, "HIC1 and miR-23 27 24 clusters form a double-negative feedback loop in breast cancer" 24 (24): 421-, 2017
13 S. Cai, "Functional characteristics of a double negative feedback loop me-diated by microRNAs" 7 (7): 417-429, 2013
14 F. Yan, "Dynamical behaviors of Rb-E2F pathway including negative feedback loops involv-ing miR449" 7 (7): e43908-, 2012
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16 William W. Hager, "Applied numerical linear algebra" 239-, 1988
17 G.Faye, "An introduction to bifurcation theory"
18 T. Zhang, "A negative feedback loop between microRNA-378 and Nrf1 promotes the de-velopment of hepatosteatosis in mice treated with a high fat diet" 85 : 183-191, 2018