A theoretical and numerical analysis of a fractal–fractional two-strain model of meningitis

• DOI: 10.1016/j.rinp.2022.105775
• Publication Date: 2022-06-30T02:29:50Z
• Authors: Shahram Rezapour; Joshua Kiddy K. A...; Azhar Hussain; Hijaz Ahmad; Ramashis Banerjee; Sina Etemad; Thongchai Botmart
• Keywords: Strain (injury)

Meningitis is an inflammation of the membranes that surround and protect brain spinal cord. Typically, enlargement caused by a bacterial or viral infection fluid around For many years, licensed vaccinations against meningococcal, pneumococcal, Haemophilus influenzae diseases have been accessible. Vaccines are meant to most dangerous strains these germs, which known as serotypes serogroups. There significant increases in strain coverage vaccine availability throughout time, but there no universal illnesses. In this study, we explore mathematical features new six-compartmental fractal–fractional two-strain model meningitis. With use compact functions ϕ−ψ-contractions, establish existence solutions. To study unique solutions, employ Banach principle. On basis Hyers-Ulam definition for meningitis, stable solutions examined. From numerical simulations, notice order decreases, number infected individuals with 1 meningitis while 2 rises. This means all serogroups need be controlled effectively disease closed up.