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Theory and Modern Applications

Table 4 Approximate solutions using RK4 (first row) and numerical technique (59) (second row, \(\varOmega = 0.98\)) with step-size \(h=10^{-3}\) over \([0, 10]\) for \(X(0)=Y(0)=V(0)=20\) having parameter \(p=6\)

From: Existence theory and numerical simulation of HIV-I cure model with new fractional derivative possessing a non-singular kernel

Solution

t = 0

t = 2

t = 4

t = 6

t = 8

t = 10

\(X_{t}\)

2.0000e+01

8.3821e+00

6.0235e+00

6.6745e+00

8.2887e+00

1.0300e+01

2.0000e+01

8.6224e+00

6.3305e+00

6.8376e+00

8.2317e+00

9.9723e+00

\(Y_{t}\)

2.0000e+01

1.6589e+01

9.7699e+00

5.5563e+00

3.4266e+00

2.3859e+00

2.0000e+01

1.6521e+01

1.0108e+01

6.0760e+00

3.9577e+00

2.8768e+00

\(V_{t}\)

2.0000e+01

1.4282e+02

8.5516e+01

4.8488e+01

2.9634e+01

2.0405e+01

2.0000e+01

1.4174e+02

8.8162e+01

5.2874e+01

3.4167e+01

2.4592e+01