In the present study, we develop a fractional Zika virus model with mutation, which causes
new birth problems in infected pregnant women and further spread in society. As a …

We formulate a new mathematical model for the Zika infection with mutations and optimal
controls. The Zika virus with mutations that cause defects in the newly birth for infected …

In this paper, we formulate a new Zika virus model in light of both mosquito and human
transmission along with the human awareness in the host population. Initially, we assumed …

This manuscript describes a mathematical epidemiological model of COVID-19 to
investigate the dynamics of this pandemic disease and we have fitted this model to the …

In this paper, we have developed and analyzed a deterministic Zika model considering both
vector and sexual transmission route with the effect of human awareness and vector control …

Fractional order and fractal order are mathematical tools that can be used to model real-
world problems. In order to demonstrate the usefulness of these operators, we develop a …

The 2016 Zika outbreak in the Americas was a public health emergency of international
concern. Alongside traditional approaches, several digital technologies were used to tackle …

Zika virus has acquired worldwide concern after a recent outbreak in Latin America that
started in Brazil, with associated neurological conditions such as microcephaly in newborns …

The Zika virus (ZIKV) has captured worldwide attention with the ongoing epidemic in South
America and its link to severe birth defects, most notably microcephaly. ZIKV is spread to …

This paper analyzes the dynamics of fractional partial differential equation (FPDE) model of
Zika virus that incorporates diffusion using Atangana–Baleanu (AB) fractional derivative …