Highlights•Mathematical models are used for prediction and observation of resistant
pathogens.•Nanocarriers are powerful agents in eliminating antimicrobial resistance.• …

Resistance of developed bacteria to antibiotic treatment is a very important issue, because
introduction of any new antibiotic is after a little while followed by the formation of resistant …

We present and analyze a model for the dynamics of the interactions between a pathogen
and its host's immune response. The model consists of two differential equations, one for …

In this study, it is described the general forms of fractional-order differential equations and
asymtotic stability of their system's equilibria. In addition that, the stability analysis of …

In this study, a mathematical model examined the dynamics among populations of sensitive
bacteria and resistant bacteria to antibiotic, antibiotic concentration and hosts immune …

In order to gain a deeper understanding of the onset and progression of pulmonary
infections we present and analyze a low dimensional, phenomenological model of infection …

In this paper, we develop a mathematical model to examine the TRANSMISSION
DYNAMICS of curable malaria, curable mTB and non-curable HIV/AIDS and their CO …

Doğada bulundukları konakçıları farklı şekillerde etkileyen bakteriler, daha fazla besin veya
boşluk elde etmek için genellikle bakteri komşularıyla mücadele etme gibi karakteristik …

The phenomenon of emergence and diffusion of resistant bacteria in populations involve
microbial, individual and population scales simultaneously. In that context, modelling, which …

This investigation examines the transmission dynamics of curable malaria, curable TB and
non-curable HIV/AIDS and their co-infection. In this study, the size of population is varying …