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| 1 | MODELING THE SPREAD OF HIV IN A STAGE STRUCTURED POPULATION: EFFECT OF AWARENESS显示文摘 | NAVJOT KAUR MINI GHOSH S. S. BHATIA | 2012 | International Journal of Biomathematics2012，5，5： | 3 |
| 2 | The role of screening and treatment in the transmission dynamics of HIV/AIDS and tuberculosis co-infection:a mhthematical study显示文摘 | Navjot Kaur Mini Ghosh Bhatia S S | 2014 | Biology and Physic2014，40，： | 1 |
| 3 | Global dynamics of a dengue epidemic mathe-matical model显示文摘 | Cai Liming Guo Shumin Li Xuezhi Ghosh Mini | 2009 | Chaos Solitons Fractals2009，42，： | 1 |
| 4 | Stability and Bifurcation of an SIR Epidemic Model with Nonlinear Incidence and Treatment显示文摘 | Li Xuezhi Li WenSheng Mini Ghosh | 2009 | Applied Mathematics and Computation2009，，210： | 1 |
| 5 | Stability and bifurcation of an SIS epidemic model with treatment 显示文摘 | XueZhi Li WenSheng Li Mini Ghosh | 2009 | Chaos Solitons and Fractals2009，42，2： | 1 |
| 6 | Mathematical Modelling of Malaria with Treatment显示文摘This paper proposes a Susceptible-Infective-Susceptible(SIS)model to study the malaria transmission with treatment by considering logistic growth of mosquito population.In this work,it is assumed that the treatment rate is proportional to the number of infectives below the capacity and is constant when the number of infectives is greater than the capacity.We find that the system exhibits backward bifurcation if the capacity is small and it gives bi-stable equilibria which makes the system more sensitive to the initial conditions.The existence and stability of the equilibria of the model are discussed in-detail and numerical simulations are presented to illustrate the numerical results. | Mini Ghosh | 2013 | Advances in Applied Mathematics and Mechanics2013，5，6： | 0 |
| 7 | COEXISTENCE OF THE STRAINS INDUCED BY MUTATION显示文摘 | DE-LIANG QIAN XUE-ZHI LI MINI GHOSH | 2012 | International Journal of Biomathematics2012，5，3： | 0 |
| 8 | 考虑心理因素和饱和治疗的H7N9禽流感动力学模型分析(英文)显示文摘研究了一种带治疗的病媒传播疾病的流行模型.得到了模型的基本再生数R0,模型的平衡点和阈值由R0确定.利用Bendixson-Dulac定理,证明了当R0>1时,该模型的唯一正平衡点是全局稳定的.该结果可以帮助探索控制媒介传染病传播的方法.最后对模型进行了数值模拟,验证了该结论. | 郭树敏 Mini GHOSH | 2019 | 上海师范大学学报(自然科学版)2019，48，3： | 0 |
| 9 | Assessing the impact of agrochemicals on schistosomiasis transmission: A mathematical study显示文摘Schistosomiasis is a snail-borne parasitic disease,which is affecting almost 240 million people worldwide.The number of humans affected by schistosomiasis is continuously increasing with the rise in the use of agrochemicals.In this paper,a mathematical model is formulated and analyzed to assess the effect of agrochemicals on the transmission of schistosomiasis.The proposed model incorporates the effects of fertilizers,herbicides and insecticides on susceptible snails and snail predators along with schistosomiasis disease transmission.The existence and stability of the equilibria in the model are discussed.Sensitivity analysis is performed to identify the key parameters of the proposed model,which contributes most in the transmission of this disease.Numerical simulations are also performed to assess the impact of fertilizers,herbicides and insecticides on schistosomiasis outbreaks.Our study reveals that the agricultural pollution can enhance the transmission intensity of schistosomiasis,and in order to prevent the outbreak of schistosomiasis,the use of pesticides should be controlled. | Liming Cai Peixia Yue Mini Ghosh Xuezhi Li | 2021 | International Journal of Biomathematics2021，14，8： | 0 |
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