共 40 条
[1]
Definition and diagnosis of diabetes mellitus and intermediate hyperglycemia: Report of a WHO/IDF Consultation, (2016)
[2]
IDF Diabetes Atlas, (2019)
[3]
Boutayeb A., Twizell E.H., Achouayb K., Chetouani A., A mathematical model for the burden of diabetes and its complications, Biomed. Eng. Online, 3, pp. 1-8, (2004)
[4]
Boutayeb A., Chetouani A., Achouyab A., Twizell E.H., A non-linear population model of diabetes mellitus, J. Appl. Math. Comput., 21, pp. 127-139, (2006)
[5]
Kouidere A., Balatif O., Ferjouchia H., Boutayeb A., Rachik M., Optimal control strategy for a discrete time to the dynamics of a population of diabetics with highlighting the impact of living environment, Discrete Dyn. Nat. Soc., 2019, (2019)
[6]
Boutayeb A., Chetouani A., A population model of diabetes and prediabetes, Int. J. Comput. Math., 84, pp. 57-66, (2007)
[7]
Kouidere A., Labzai A., Ferjouchia H., Balatif O., Rachik M., A new mathematical modeling with optimal control strategy for the dynamics of oopulation of diabetics and its complications with effect of behavioral factors, J. Appl. Math., 2020, (2020)
[8]
Kouidere A., Khajji B., Balatif O., Rachik M., A multi-age mathematical modeling of the dynamics of population diabetics with effect of lifestyle using optimal control, J. Appl. Math. Comput., 67, 1-2, pp. 375-403, (2021)
[9]
Derouich M., Boutayeb A., Boutayeb W., Lamlili M., Optimal control approach to the dynamics of a population of diabetics, Appl. Math. Sci., 8, pp. 2773-2782, (2014)
[10]
Mahata A., Mondal S.P., Alam S., Chakraborty A., De S.K., Goswami A., Mathematical model for diabetes in fuzzy environment with stability analysis, J. Intell. Fuzzy Syst., 36, pp. 2923-2932, (2019)