Jiaji Pan
Current Organizations / Institutes
The organizations/institutes from the scholar's latest article
Previous Organizations / Institutes
The organizations / institutes from the scholar's other articles in the past ten years
Research Subjects
Jiaji Pan has a total of 70 co-authors. Here are the top co-authors by number of shared publications:
- Zhongxiang Chen
College of Engineering and Design, Hunan Normal University, Changsha 410081, China
7 shared publications Jun Xiao
4 shared publicationsZehui Liu
4 shared publicationsHao Feng
3 shared publications- Hao Feng
College of Life Science, Hunan Normal University, Changsha, 410081, China; Institute of Interdisciplinary Studies, Hunan Normal University, Changsha, 410081, China
3 shared publications Wei Qin
3 shared publications
Latest Publications
- Top Cited Papers
- 31 May 2026
- Published by Elsevier in Computers and Electronics in Agriculture
- Vol. 250
A self-supervised learning based method for fish disease diagnosis utilizing extremely limited samples
- 31 May 2026
- Published by Elsevier in Computers and Electronics in Agriculture
- Vol. 250
Top Cited PapersA self-supervised learning based method for fish disease diagnosis utilizing extremely limited samples
- 16 May 2026
- Published by Elsevier in Neural Networks
- Vol. 203, 109140
An end-to-end dual backbone framework for UAV fish disease detection using optimized GateHCO feature fusion mechanism
- 16 May 2026
- Published by Elsevier in Neural Networks
- Vol. 203, 109140
An end-to-end dual backbone framework for UAV fish disease detection using optimized GateHCO feature fusion mechanism
- Open Access
- 4 February 2026
- Published by IOS Press
GAM-WIoUv3: High-Compatibility Optimization for Small-Sample Defect Detection
Industrial defect detection faces severe challenges in data-scarce scenarios. Machine vision methods are commonly used for detecting defects on textile surfaces. Velcro (a common type of fiber fastener) poses high demands on detection algorithms due to its complex structure and diverse defects. Existing detection methods are often limited by insufficient training samples, resulting in poor model generalization capabilities. This paper addresses the challenge of Velcro defect detection in small-sample scenarios by proposing an improved model based on YOLOv8n. By incorporating an attention mechanism and the Wise-IoUv3 loss function, the model’s ability to process small-sample data is significantly enhanced. Experiments show that when the GAM attention module is combined with WIoUv3, detection performance is improved without loss (mAP improved by 1.2%), while other attention modules (such as CBAM) may experience performance degradation. On the self-built hook-and-loop fastener defect dataset, the proposed method achieves a mAP value of 0.826, significantly outperforming the baseline model. This study provides a plug-and-play, highly compatible optimization solution for resource-constrained industrial vision detection systems.
- 4 February 2026
- Published by IOS Press
Open AccessGAM-WIoUv3: High-Compatibility Optimization for Small-Sample Defect Detection
Industrial defect detection faces severe challenges in data-scarce scenarios. Machine vision methods are commonly used for detecting defects on textile surfaces. Velcro (a common type of fiber fastener) poses high demands on detection algorithms due to its complex structure and diverse defects. Existing detection methods are often limited by insufficient training samples, resulting in poor model generalization capabilities. This paper addresses the challenge of Velcro defect detection in small-sample scenarios by proposing an improved model based on YOLOv8n. By incorporating an attention mechanism and the Wise-IoUv3 loss function, the model’s ability to process small-sample data is significantly enhanced. Experiments show that when the GAM attention module is combined with WIoUv3, detection performance is improved without loss (mAP improved by 1.2%), while other attention modules (such as CBAM) may experience performance degradation. On the self-built hook-and-loop fastener defect dataset, the proposed method achieves a mAP value of 0.826, significantly outperforming the baseline model. This study provides a plug-and-play, highly compatible optimization solution for resource-constrained industrial vision detection systems.
- Open Access
- 28 February 2025
- Published by Elsevier in Smart Agricultural Technology
- Vol. 11
Accurate machine vision identification of GCHD symptom using a self-attention-based CNN model with adaptive fish separation
- 28 February 2025
- Published by Elsevier in Smart Agricultural Technology
- Vol. 11
Open AccessAccurate machine vision identification of GCHD symptom using a self-attention-based CNN model with adaptive fish separation
- Open Access
- 1 January 2024
- Published by KEAI Publishing in Water Biology and Security
- Vol. 3 (1)
Estimating SVCV waterborne transmission and predicting experimental epidemic development: A modeling study using a machine learning approach
- 1 January 2024
- Published by KEAI Publishing in Water Biology and Security
- Vol. 3 (1)
Open AccessEstimating SVCV waterborne transmission and predicting experimental epidemic development: A modeling study using a machine learning approach
- Open Access
- 29 July 2022
- Published by MDPI AG in Mathematics
- Vol. 10 (15) , 2678
Investigating the Effectiveness of Government Public Health Systems against COVID-19 by Hybrid MCDM Approaches
To elucidate the effectiveness of the containment strategies against the pandemic, a Multi-Criteria Decision Making (MCDM) model is established to evaluate the government’s performance against COVID-19. In this study, the Analytic Hierarchy Process (AHP), Entropy, and Technique for Order of Preference by Similarity to Ideal Solution (TOPSIS) method are used in determining the performance of the public health system. We adopt both subjective and objective weighting methods for a more accurate evaluation. In addition, the evaluation of performance against COVID-19 is conducted in various aspects and divided into different periods. Data Envelopment Analysis (DEA) is applied to evaluate the sustainability of the public health system. Composite scores of the public health system are determined based on the performance and sustainability assessment. The five countries, South Korea, Japan, Germany, Australia, and China are rated with higher composite scores. On the country, the US, Indonesia, Egypt, South Africa, and Brazil receive lower rating scores among the countries for evaluation. This modeling study can provide a practical quantitative justification for developing containment policies and suggestions for improving the public health system in more countries or areas.
- 29 July 2022
- Published by MDPI AG in Mathematics
- Vol. 10 (15) , 2678
Open AccessInvestigating the Effectiveness of Government Public Health Systems against COVID-19 by Hybrid MCDM Approaches
To elucidate the effectiveness of the containment strategies against the pandemic, a Multi-Criteria Decision Making (MCDM) model is established to evaluate the government’s performance against COVID-19. In this study, the Analytic Hierarchy Process (AHP), Entropy, and Technique for Order of Preference by Similarity to Ideal Solution (TOPSIS) method are used in determining the performance of the public health system. We adopt both subjective and objective weighting methods for a more accurate evaluation. In addition, the evaluation of performance against COVID-19 is conducted in various aspects and divided into different periods. Data Envelopment Analysis (DEA) is applied to evaluate the sustainability of the public health system. Composite scores of the public health system are determined based on the performance and sustainability assessment. The five countries, South Korea, Japan, Germany, Australia, and China are rated with higher composite scores. On the country, the US, Indonesia, Egypt, South Africa, and Brazil receive lower rating scores among the countries for evaluation. This modeling study can provide a practical quantitative justification for developing containment policies and suggestions for improving the public health system in more countries or areas.
- Open Access
- 26 July 2022
- Published by MDPI AG in Fractal and Fractional
- Vol. 6 (8) , 410
Dynamic Behavior Investigation of a Novel Epidemic Model Based on COVID-19 Risk Area Categorization
This study establishes a compartment model for the categorized COVID-19 risk area. In this model, the compartments represent administrative regions at different transmission risk levels instead of individuals in traditional epidemic models. The county-level regions are partitioned into High-risk (H), Medium-risk (M), and Low-risk (L) areas dynamically according to the current number of confirmed cases. These risk areas are communicable by the movement of individuals. An LMH model is established with ordinary differential equations (ODEs). The basic reproduction number is derived for the transmission of risk areas to determine whether the pandemic is controlled. The stability of this LHM model is investigated by a Lyapunov function and Poincare–Bendixson theorem. We prove that the disease-free equilibrium ( < 1) is globally asymptotically stable and the disease will die out. The endemic equilibrium ( > 1) is locally and globally asymptotically stable, and the disease will become endemic. The numerical simulation and data analysis support the previous theoretical proofs. For the first time, the compartment model is applied to investigate the dynamics of the transmission of the COVID-19 risk area. This work should be of great value in the development of precision region-specific containment strategies.- 26 July 2022
- Published by MDPI AG in Fractal and Fractional
- Vol. 6 (8) , 410
Open AccessDynamic Behavior Investigation of a Novel Epidemic Model Based on COVID-19 Risk Area Categorization
This study establishes a compartment model for the categorized COVID-19 risk area. In this model, the compartments represent administrative regions at different transmission risk levels instead of individuals in traditional epidemic models. The county-level regions are partitioned into High-risk (H), Medium-risk (M), and Low-risk (L) areas dynamically according to the current number of confirmed cases. These risk areas are communicable by the movement of individuals. An LMH model is established with ordinary differential equations (ODEs). The basic reproduction number is derived for the transmission of risk areas to determine whether the pandemic is controlled. The stability of this LHM model is investigated by a Lyapunov function and Poincare–Bendixson theorem. We prove that the disease-free equilibrium ( < 1) is globally asymptotically stable and the disease will die out. The endemic equilibrium ( > 1) is locally and globally asymptotically stable, and the disease will become endemic. The numerical simulation and data analysis support the previous theoretical proofs. For the first time, the compartment model is applied to investigate the dynamics of the transmission of the COVID-19 risk area. This work should be of great value in the development of precision region-specific containment strategies. - Open Access
- 31 March 2022
- Published by MDPI AG in Fractal and Fractional
- Vol. 6 (4) , 197
Why Controlling the Asymptomatic Infection Is Important: A Modelling Study with Stability and Sensitivity Analysis
The large proportion of asymptomatic patients is the major cause leading to the COVID-19 pandemic which is still a significant threat to the whole world. A six-dimensional ODE system (SEIAQR epidemical model) is established to study the dynamics of COVID-19 spreading considering infection by exposed, infected, and asymptomatic cases. The basic reproduction number derived from the model is more comprehensive including the contribution from the exposed, infected, and asymptomatic patients. For this more complex six-dimensional ODE system, we investigate the global and local stability of disease-free equilibrium, as well as the endemic equilibrium, whereas most studies overlooked asymptomatic infection or some other virus transmission features. In the sensitivity analysis, the parameters related to the asymptomatic play a significant role not only in the basic reproduction number . It is also found that the asymptomatic infection greatly affected the endemic equilibrium. Either in completely eradicating the disease or achieving a more realistic goal to reduce the COVID-19 cases in an endemic equilibrium, the importance of controlling the asymptomatic infection should be emphasized. The three-dimensional phase diagrams demonstrate the convergence point of the COVID-19 spreading under different initial conditions. In particular, massive infections will occur as shown in the phase diagram quantitatively in the case . Moreover, two four-dimensional contour maps of are given varying with different parameters, which can offer better intuitive instructions on the control of the pandemic by adjusting policy-related parameters.- 31 March 2022
- Published by MDPI AG in Fractal and Fractional
- Vol. 6 (4) , 197
Open AccessWhy Controlling the Asymptomatic Infection Is Important: A Modelling Study with Stability and Sensitivity Analysis
The large proportion of asymptomatic patients is the major cause leading to the COVID-19 pandemic which is still a significant threat to the whole world. A six-dimensional ODE system (SEIAQR epidemical model) is established to study the dynamics of COVID-19 spreading considering infection by exposed, infected, and asymptomatic cases. The basic reproduction number derived from the model is more comprehensive including the contribution from the exposed, infected, and asymptomatic patients. For this more complex six-dimensional ODE system, we investigate the global and local stability of disease-free equilibrium, as well as the endemic equilibrium, whereas most studies overlooked asymptomatic infection or some other virus transmission features. In the sensitivity analysis, the parameters related to the asymptomatic play a significant role not only in the basic reproduction number . It is also found that the asymptomatic infection greatly affected the endemic equilibrium. Either in completely eradicating the disease or achieving a more realistic goal to reduce the COVID-19 cases in an endemic equilibrium, the importance of controlling the asymptomatic infection should be emphasized. The three-dimensional phase diagrams demonstrate the convergence point of the COVID-19 spreading under different initial conditions. In particular, massive infections will occur as shown in the phase diagram quantitatively in the case . Moreover, two four-dimensional contour maps of are given varying with different parameters, which can offer better intuitive instructions on the control of the pandemic by adjusting policy-related parameters. - Open Access
- 1 January 2022
- Published by Tech Science Press in Computer Modeling in Engineering & Sciences
- Vol. 130 (2) , 841-854
Assess Medical Screening and Isolation Measures Based on Numerical Method for COVID-19 Epidemic Model in Japan
This study aims to improve control schemes for COVID-19 by a numerical model with estimation of parameters. We established a multi-level and multi-objective nonlinear SEIDR model to simulate the virus transmission. The early spread in Japan was adopted as a case study. The first 96 days since the infection were divided into five stages with parameters estimated. Then, we analyzed the trend of the parameter value, age structure ratio, and the defined PCR test index (standardization of the scale of PCR tests). It was discovered that the self-healing rate and confirmed rate were linear with the age structure ratio and the PCR test index using the stepwise regression method. The transmission rates were related to the age structure ratio, PCR test index, and isolation efficiency. Both isolation measures and PCR test medical screening can effectively reduce the number of infected cases based on the simulation results. However, the strategy of increasing PCR test medical screening would encountered a bottleneck effect on the virus control when the index reached 0.3. The effectiveness of the policy would decrease and the basic reproduction number reached the extreme value at 0.6. This study gave a feasible combination for isolation and PCR test by simulation. The isolation intensity could be adjusted to compensate the insufficiency of PCR test to control the pandemic.
- 1 January 2022
- Published by Tech Science Press in Computer Modeling in Engineering & Sciences
- Vol. 130 (2) , 841-854
Open AccessAssess Medical Screening and Isolation Measures Based on Numerical Method for COVID-19 Epidemic Model in Japan
This study aims to improve control schemes for COVID-19 by a numerical model with estimation of parameters. We established a multi-level and multi-objective nonlinear SEIDR model to simulate the virus transmission. The early spread in Japan was adopted as a case study. The first 96 days since the infection were divided into five stages with parameters estimated. Then, we analyzed the trend of the parameter value, age structure ratio, and the defined PCR test index (standardization of the scale of PCR tests). It was discovered that the self-healing rate and confirmed rate were linear with the age structure ratio and the PCR test index using the stepwise regression method. The transmission rates were related to the age structure ratio, PCR test index, and isolation efficiency. Both isolation measures and PCR test medical screening can effectively reduce the number of infected cases based on the simulation results. However, the strategy of increasing PCR test medical screening would encountered a bottleneck effect on the virus control when the index reached 0.3. The effectiveness of the policy would decrease and the basic reproduction number reached the extreme value at 0.6. This study gave a feasible combination for isolation and PCR test by simulation. The isolation intensity could be adjusted to compensate the insufficiency of PCR test to control the pandemic.