Correction

This article refers to:

Uniform persistence and backward bifurcation of vertically transmitted vector-borne diseases

Article title: Uniform persistence and backward bifurcation of vertically transmitted vector-borne diseases

Authors: Kbenesh W. Blayneh

Journal: OAMA: Research in Mathematics

DOI: 10.1080/27684830.2023.2264581

The following equation was listed in the original article:

∝ = 0.0016

The corrected equation is as follows:

Figure (2), at ∝ = 0.0016, $\frac{{\mathcal{H}}_1}{k_2}+2\mathit{d\alpha }-\frac{\rho k_3{k}_4}{y_1^{\ast }}\sqrt{\frac{({\theta }_1\mathit{d}+{\theta }_2{k}_3)k_1{y}_1^{\ast }}{\mathit{\beta \phi }{k}_3(\mathit{\gamma }{k}_4-{\delta }_1\mathit{\zeta \phi })x_1^{\ast }}}=2.2807\text{break}\times {10}^{-5}-3.3980\times {10}^{-5}=-1.1172\times {10}^{-6}$. The bifurcation analysis used help point the role played by the fatality of the