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Jianjun Paul Tian

Showing results (1-10 of 25) with videos related to

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Mathematical Biosciences and Engineering : MBE|June 17, 2011
The replicability of oncolytic virus: defining conditions in tumor virotherapyJianjun Paul Tian
Mathematical Biosciences|April 26, 2011
Global stability for cholera epidemic modelsJianjun Paul Tian, Jin Wang
Bulletin of Mathematical Biology|May 16, 2019
Spatial Model for Oncolytic Virotherapy with Lytic Cycle DelayJiantao Zhao, Jianjun Paul Tian
Bulletin of Mathematical Biology|May 23, 2009
The mutation process in colored coalescent theoryJianjun Paul Tian, Xiao-Song Lin
Mathematical Biosciences and Engineering : MBE|September 29, 2020
Basic stochastic model for tumor virotherapyTuan Anh Phan, Jianjun Paul Tian
Journal of Mathematical Analysis and Applications|April 3, 2023
Hopf bifurcation without parameters in deterministic and stochastic modeling of cancer virotherapy, part IITuan Anh Phan, Jianjun Paul Tian
Computational and Mathematical Methods in Medicine|January 31, 2018
The Role of the Innate Immune System in Oncolytic VirotherapyTuan Anh Phan, Jianjun Paul Tian
Bulletin of Mathematical Biology|March 4, 2016
Minimal Model of Plankton Systems Revisited with Spatial Diffusion and Maturation DelayJiantao Zhao, Jianjun Paul Tian, Junjie Wei
Bulletin of Mathematical Biology|January 11, 2012
Mathematical model for two germline stem cells competing for niche occupancyJianjun Paul Tian, Zhigang Jin, Ting Xie
Journal of Biological Dynamics|September 19, 2019
Backward Hopf bifurcation in a mathematical model for oncolytic virotherapy with the infection delay and innate immune effectsYuxiao Guo, Ben Niu, Jianjun Paul Tian
Pageof 3

Showing results (1-10 of 25) with videos related to

Sort By:
Pageof 3
Mathematical Biosciences and Engineering : MBE|June 17, 2011
The replicability of oncolytic virus: defining conditions in tumor virotherapyJianjun Paul Tian
Mathematical Biosciences|April 26, 2011
Global stability for cholera epidemic modelsJianjun Paul Tian, Jin Wang
Bulletin of Mathematical Biology|May 16, 2019
Spatial Model for Oncolytic Virotherapy with Lytic Cycle DelayJiantao Zhao, Jianjun Paul Tian
Bulletin of Mathematical Biology|May 23, 2009
The mutation process in colored coalescent theoryJianjun Paul Tian, Xiao-Song Lin
Mathematical Biosciences and Engineering : MBE|September 29, 2020
Basic stochastic model for tumor virotherapyTuan Anh Phan, Jianjun Paul Tian
Journal of Mathematical Analysis and Applications|April 3, 2023
Hopf bifurcation without parameters in deterministic and stochastic modeling of cancer virotherapy, part IITuan Anh Phan, Jianjun Paul Tian
Computational and Mathematical Methods in Medicine|January 31, 2018
The Role of the Innate Immune System in Oncolytic VirotherapyTuan Anh Phan, Jianjun Paul Tian
Bulletin of Mathematical Biology|March 4, 2016
Minimal Model of Plankton Systems Revisited with Spatial Diffusion and Maturation DelayJiantao Zhao, Jianjun Paul Tian, Junjie Wei
Bulletin of Mathematical Biology|January 11, 2012
Mathematical model for two germline stem cells competing for niche occupancyJianjun Paul Tian, Zhigang Jin, Ting Xie
Journal of Biological Dynamics|September 19, 2019
Backward Hopf bifurcation in a mathematical model for oncolytic virotherapy with the infection delay and innate immune effectsYuxiao Guo, Ben Niu, Jianjun Paul Tian
Pageof 3