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Table 4 Third-order maximum truncation error for \(t \in [0,1]\)

From: Conceptual analysis of the combined effects of vaccination, therapeutic actions, and human subjection to physical constraint in reducing the prevalence of COVID-19 using the homotopy perturbation method

\(t\)

\(S_{e3} (t)\)

\(E_{e3} (t)\)

\(I_{e3} (t)\)

\(Q_{e3} (t)\)

\(R_{e3} (t)\)

0

0

0

0

0

0

0.2

0.0009055874376

0.0008941789712

\({7}{\text{.605138070}}\, \times \,10^{ - 7}\)

0.0002710621426

0.0002711025866

0.4

0.007244699501

0.007153431770

0.000006084110456

0.002168497141

0.002168820693

0.6

0.02445086082

0.02414283222

0.00002053387279

0.007318677851

0.007319769839

0.8

0.05795759601

0.05722745416

0.00004867288365

0.01734797713

0.01735056554

1.0

0.1131984297

0.1117723714

0.00009506422587

0.03388276783

0.03388782333