Integral of the Population Density Fraction of Susceptibles (Initial Condition)

Available identifiers

MaRDI QIDQ6674432

integral of the population density fraction of susceptibles initial condition

Defining Formula: $\underset{{\Omega }^{(l)}}{\int }s(x,0)n(x)dx={\widehat{𝒩}}_l-(1+{\Sigma }_{ℰ}){\widehat{ℐ}}^{(l)}-{\widehat{ℛ}}^{(l)}$

${\Sigma }_{ℰ}$ symbol represents Coefficient Scaling Infectious to Exposed

${\widehat{ℐ}}^{(l)}$ symbol represents Number of Infectious Individuals

${\widehat{𝒩}}_l$ symbol represents Total Population Size

${\widehat{ℛ}}^{(l)}$ symbol represents Number of Removed Individuals

$n(x)$ symbol represents Total Population Density

$s(x,0)$ symbol represents Fraction of Population Density of Susceptibles

---