A Plasmodium vivax malaria model was formulated using a system of delay differential
equations with multiple delays and temperature-dependent parameters to account for the …

Abstract Black Sigatoka Disease, also called Black Leaf Streak Disease (BLSD), is caused
by the fungus Mycosphaerella fijiensis and is arguably one of the most important pathogens …

Dengue fever is endemic in tropical and sub-tropical countries, and some of the important
features of Dengue fever spread continues to pose challenges for mathematical modelling …

Despite global efforts to eradicate malaria, it remains a major health threat to nearly half of
the world's population. Recent statistics show that globally, there are over 200 million …

Malaria has persisted as an endemic near the Demilitarized Zone in the Republic of Korea
since the re-emergence of Plasmodium vivax malaria in 1993. The number of patients …

The amplitude of limit cycles arising from Hopf bifurcation is estimated for nonlinear delay-
differential equations by means of analytical formulas. An improved analytical estimation is …

For the following scalar functional–differential equation x ̈ (t)+∫ t 0 t G (t, s) x ̇ (s) d s+∫ t
0 t H (t, s) x (s) ds= f (t), t≥ t 0, we obtain sufficient conditions for boundedness of all …

Accurate modeling of viral outbreaks in living populations and computer networks is a
prominent research field. Many researchers are in search for simple and realistic models to …

A current challenge for disease modeling and public health is understanding pathogen
dynamics across scales since their ecology and evolution ultimately operate on several …

Recent statistics of malaria shows that over 200 million cases and estimated deaths of
nearly half a million occur globally. Africa alone accounts for almost 90% of the cases …