Table 2 Maximum value of REFs and the associated \(\textrm{Co}_{\mathcal {J}}^{\ell }\) for \(\ell =5,6,7,8\) obtained by using the QLM-SCPSK approach with \(N=10\) and various \(\mathcal {J}\) on [0, 100]
From: Stability analysis and numerical evaluations of a COVID-19 model with vaccination
\(\mathcal {J}\) | \(L^{\infty }_5\) | \(\textrm{Co}_{\mathcal {J}}^5\) | \(L^{\infty }_6\) | \(\textrm{Co}_{\mathcal {J}}^6\) | \(L^{\infty }_7\) | \(\textrm{Co}_{\mathcal {J}}^7\) | \(L^{\infty }_8\) | \(\textrm{Co}_{\mathcal {J}}^8\) |
|---|---|---|---|---|---|---|---|---|
2 | \(1.7318_{+01}\) | − | \(1.1180_{+06}\) | − | \(1.4769_{+01}\) | − | \(1.1180_{+06}\) | − |
4 | \(1.6228_{+01}\) | 0.0938 | \(3.9021_{+05}\) | 1.5186 | \(1.5071_{-03}\) | 13.2585 | \(3.9021_{+05}\) | 1.5186 |
8 | \(1.7063_{-01}\) | 6.5715 | \(2.3252_{+03}\) | 7.3907 | \(4.3107_{-12}\) | 28.3812 | \(2.3252_{+03}\) | 7.3907 |
16 | \(1.6259_{-03}\) | 6.7135 | \(2.6979_{-01}\) | 13.073 | \(5.9301_{-19}\) | 22.7934 | \(2.6979_{-01}\) | 13.073 |
32 | \(2.4221_{-11}\) | 26.000 | \(4.3585_{-11}\) | 32.527 | \(4.8004_{-34}\) | 50.1338 | \(4.3585_{-11}\) | 32.527 |