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Proceedings of the National Academy of Sciences of the United States of America|October 7, 2009
A mathematical model of ischemic cutaneous woundsChuan Xue, Avner Friedman, Chandan K SenProceedings of the National Academy of Sciences of the United States of America|September 17, 2014
Mathematical model of renal interstitial fibrosisWenrui Hao, Brad H Rovin, Avner FriedmanPlos One|December 30, 2011
miR451 and AMPK mutual antagonism in glioma cell migration and proliferation: a mathematical modelYangjin Kim, Soyeon Roh, Sean Lawler, et al.Bulletin of Mathematical Biology|March 12, 2015
Effects of CCN1 and Macrophage Content on Glioma Virotherapy: A Mathematical ModelKarly Jacobsen, Luke Russell, Balveen Kaur, et al.Bulletin of Mathematical Biology|June 14, 2013
Mathematical model of the roles of T cells in inflammatory bowel diseaseWing-Cheong Lo, Razvan I Arsenescu, Avner FriedmanJournal of Theoretical Biology|April 2, 2013
The role of CD200-CD200R in tumor immune evasionKang-Ling Liao, Xue-Feng Bai, Avner FriedmanPlos One|October 31, 2014
Mathematical modeling of Interleukin-35 promoting tumor growth and angiogenesisKang-Ling Liao, Xue-Feng Bai, Avner FriedmanPlos One|March 18, 2014
Mathematical modeling of interleukin-27 induction of anti-tumor T cells responseKang-Ling Liao, Xue-Feng Bai, Avner FriedmanJournal of Theoretical Biology|December 17, 2023
IL-27 in combination with anti-PD-1 can be anti-cancer or pro-cancerKang-Ling Liao, Xue-Feng Bai, Avner FriedmanMathematical Biosciences and Engineering : MBE|November 24, 2016
The role of TNF-α inhibitor in glioma virotherapy: A mathematical modelElzbieta Ratajczyk, Urszula Ledzewicz, Maciej Leszczynski, et al.Pageof 14