Table 1 An explanation of parameters represented in the proposed system Eq. (4) and their values32.

From: Fractional-order computational modeling of pediculosis disease dynamics with predictor–corrector approach

Parameters

Descriptions

Values

\(\Lambda _A\)

Recruitment rate who are aware of infection

0.01252

\(\Lambda _N\)

Recruitment rate who are not aware of infection

0.02503

\(\rho\)

Rate of movement of individuals who ceased preventive measures

0.05

\(\mu\)

Natural death rate for each class

0.00578

\(\eta\)

Rate of movement of individuals from unaware to awareness

0.1

\(\varphi\)

Rate of movement from recovered individuals to susceptible individuals who are aware of infection

0.00123

\(\sigma\)

The rate at which susceptible individuals become infected with infection

0.0091

\(\tau\)

Progression rate from infected to infected individuals who are under treatment

1.477

\(\theta\)

Proportion of individuals who were switched to the treatment

0.438

\(\varepsilon\)

Rate of recovery from infection

0.829