Juping Zhang

Prof. Juping Zhang


Research Focus & Metrics

Academic Career Length

9Years (2018-Present)

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

Representative Publications

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20 February 2023 in Journal of Applied Mathematics and Computing
Verified
Journal Article
Closed access
PDF file
HGHaoming Guo
Haoming Guo
XYXuefeng Yan
Xuefeng Yan
YNYanbiao Niu
Yanbiao Niu
JZJuping Zhang
Juping Zhang

1 January 2019 in Complexity
Verified
Journal Article
Open access
HHHongping Hu
Hongping Hu
YLYangyang Li
Yangyang Li
YBYanping Bai
Yanping Bai
JZJuping Zhang
Juping Zhang
MLMaoxing Liu
Maoxing Liu
The antlion optimizer (ALO) is a new swarm‐based metaheuristic algorithm for optimization, which mimics the hunting mechanism of antlions in nature. Aiming at the shortcoming that ALO has unbalanced exploration and development capability for some complex optimization problems, inspired by the particle swarm optimization (PSO), the updated position of antlions in elitism operator of ALO is improved, and thus the improved ALO (IALO) is obtained. The proposed IALO is compared against sine cosine algorithm (SCA), PSO, Moth‐flame optimization algorithm (MFO), multi‐verse optimizer (MVO), and ALO by performing on 23 classic benchmark functions. The experimental results show that the proposed IALO outperforms SCA, PSO, MFO, MVO, and ALO according to the average values and the convergence speeds. And the proposed IALO is tested to optimize the parameters of BP neural network for predicting the Chinese influenza and the predicted model is built, written as IALO‐BPNN, which is against the models: BPNN, SCA‐BPNN, PSO‐BPNN, MFO‐BPNN, MVO‐BPNN, and ALO‐BPNN. It is shown that the predicted model IALO‐BPNN has smaller errors than other six predicted models, which illustrates that the IALO has potentiality to optimize the weights and basis of BP neural network for predicting the Chinese influenza effectively. Therefore, the proposed IALO is an effective and efficient algorithm suitable for optimization problems.

13 December 2021 in Journal of Mathematical Biology
Verified
Journal Article
Closed access
PDF file
JZJuping Zhang
Juping Zhang
WHWenhui Hao
Wenhui Hao
ZJZhen Jin
Zhen Jin

27 February 2020 in Preprints.org
Verified
Preprint
Open access
PDF file
XLXiaofeng Luo
Xiaofeng Luo
SFShanshan Feng
Shanshan Feng
Junyuan YangJunyuan Yang
Junyuan Yang
XPXiao-Long Peng
Xiao-Long Peng
XCXiaochun Cao
Xiaochun Cao
ZJZhen Jin
Zhen Jin
The ongoing outbreak of the novel coronavirus pneumonia (also known as COVID-19) has triggered a series of stringent control measures in China, such as city closure, traffic restrictions, contact tracing and household quarantine. These containment efforts often lead to changes in the contact pattern among individuals of the population. Many existing compartmental epidemic models fail to account for the effects of contact structure. In this paper, we devised a pairwise epidemic model to analyze the COVID-19 outbreak in China based on confirmed cases reported during the period February 3rd--17th, 2020. By explicitly incorporating the effects of family clusters and contact tracing followed by household quarantine and isolation, our model provides a good fit to the trajectory of COVID-19 infections and is useful to predict the epidemic trend. We obtained the average of the reproduction number $R=1.494$ ($95\%$ CI: $1.483-1.507$) for Hubei province and $R=1.178$ ($95\%$ CI: $1.145-1.158$) for China (except Hubei), suggesting that some existing studies may have overestimated the reproduction number by neglecting the dynamical correlations and clustering effects. We forecasted that the COVID-19 epidemic would peak on February 13th ($95\%$ CI: February $9-17$th) in Hubei and 6 days eariler in the regions outside Hubei. Moreover the epidemic was expected to last until the middle of March in China (except Hubei) and late April in Hubei. The sensitivity analysis shows that ongoing exposure for the susceptible and population clustering play an important role in the disease propagation. With the enforcement of household quarantine measures, the reproduction number $R$ effectively reduces and epidemic quantities decrease accordingly. Furthermore, we gave an answer to the public concern on how long the stringent containment strategies should maintain. Through numerical analysis, we suggested that the time for the resumption of work and production in China (except Hubei) and Hubei would be the middle of March and the end of April, 2020, respectively. These constructive suggestions may bring some immeasurable social-economic benefits in the long run.

19 January 2025 in The European Physical Journal Plus
Verified
Journal Article
Closed access
PDF file
HGHaoming Guo
Haoming Guo
XYXuefeng Yan
Xuefeng Yan
JZJuping Zhang
Juping Zhang

29 November 2022 in Mathematics and Computers in Simulation
Verified
Journal Article
Closed access
YCYa Chen
Ya Chen
JZJuping Zhang
Juping Zhang
ZJZhen Jin
Zhen Jin