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Theory and Modern Applications

Table 12 A comparison between the absolute errors obtained by our method with those obtained in [49] with \(N=6\) for Example 4

From: A computational method based on the generalized Lucas polynomials for fractional optimal control problems

Method

\(\lvert \mathfrak{V}-\mathfrak{V}^{*}\rvert \)

\(\lvert \mathfrak{W}-\mathfrak{W}^{*}\rvert \)

\(\lvert \mathfrak{J}-\mathfrak{J}^{*}\rvert \)

Method in [49]

1.00 × 10−30

1.68 × 10−5

2.10 × 10−31

Our method

5.46 × 10−30

2.01 × 10−29

1.64 × 10−58