Liang Zhang

Dr. Liang Zhang


Research Focus & Metrics

Academic Career Length

3Years (2024-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 May 2019 in Journal of Computational and Applied Mathematics
Verified
Journal Article
Closed access
SLShitao Liu
Shitao Liu
LZLiang Zhang
Liang Zhang
YXYifan Xing
Yifan Xing

1 January 2019 in International Journal of Biomathematics
Verified
Journal Article
Closed access
SLShitao Liu
Shitao Liu
LZLiang Zhang
Liang Zhang
XZXiao-Bing Zhang
Xiao-Bing Zhang
ALAibing Li
Aibing Li

26 March 2025 in Journal of The Royal Society Interface
Verified
Journal Article
Closed access
YLYuyuan Liu
Yuyuan Liu
LWLichen Wang
Lichen Wang
RGRuqiang Guo
Ruqiang Guo
SHShijia Hua
Shijia Hua
Linjie LiuLinjie Liu
Linjie Liu
The Anh HanThe Anh Han
The Anh Han
Trust game is commonly used to study the evolution of trust among unrelated individuals. It offers valuable insights into human interactions in a range of disciplines, including economics, sociology and psychology. Previous research has revealed that reward and punishment systems can effectively promote the evolution of trust. However, these investigations overlook the gaming environment, leaving unresolved the optimal conditions for employing distinct incentives to effectively facilitate trust level. To bridge this gap, we introduce a transformation incentive mechanism in an N -player trust game, where trustees are given different forms of incentives depending on the number of trustees in the group. Using the Markov decision process approach, our research shows that as incentives increase, the level of trust rises continuously, eventually reaching a high level of coexistence between investors and trustworthy trustees. Specifically, in the case of smaller incentives, rewarding trustworthy trustees is more effective. Conversely, in the case of larger incentives, punishing untrustworthy trustees is more effective. Additionally, we find that moderate incentives have a positive impact on increasing the average payoff within the group.

8 November 2018 in Journal of Applied Mathematics and Computing
Verified
Journal Article
Closed access
PDF file
PLPengyan Liu
Pengyan Liu
LZLiang Zhang
Liang Zhang
YXYifan Xing
Yifan Xing

14 March 2023 in Modeling Earth Systems and Environment
Verified
Journal Article
Closed access
PDF file
JGJiajun Guo
Jiajun Guo
LZLiang Zhang
Liang Zhang
RGRuqiang Guo
Ruqiang Guo

8 June 2020 in Complexity
Verified
Journal Article
Open access
LZLiang Zhang
Liang Zhang
YXYifan Xing
Yifan Xing
A reaction-diffusion (R-D) heroin epidemic model with relapse and permanent immunization is formulated. We use the basic reproduction numberR0to determine the global dynamics of the models. For both the ordinary differential equation (ODE) model and the R-D model, it is shown that the drug-free equilibrium is globally asymptotically stable ifR0≤1, and ifR0>1, the drug-addiction equilibrium is globally asymptotically stable. Some numerical simulations are also carried out to illustrate our analytical results.