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Table 8 Comparison of \(L_{\infty } \) errors of Example 2, for various values of t

From: An effective computational approach based on Gegenbauer wavelets for solving the time-fractional Kdv-Burgers-Kuramoto equation

  GWGM (β = 1/2,α = 0.75) GWGM (β = 1/2,α = 0.90) GWGM (β = 1/2,α = 0.99)
t \(L_{\infty } \) \(L_{\infty } \) \(L_{\infty } \)
0.1 7.24471139239957e–4 1.99671106131723e–4 1.05542090770287e–4
0.2 4.26274825350849e–3 1.84704591787542e–3 3.35256122078600e–4
0.3 4.32284738233142e–3 2.05646098656650e–3 5.17822307414012e–4
0.4 2.97005943570883e–3 1.63679948920502e–3 7.24804001776561e–4
0.5 1.39800816364066e–3 1.11218254579090e–3 1.00580544516622e–3
0.6 2.63152937160835e–3 1.34650167472200e–3 1.39887271758302e–3
0.7 3.29568243108563e–3 1.78213515345529e–3 1.93487350902691e–3
0.8 2.80002304150284e–3 2.35086234923315e–3 2.63977471949789e–3
0.9 6.26107542091237e–3 4.53192197160868e–3 3.53598204899608e–3
1.0 1.24007652216164e–2 7.91696238793160e–3 4.64319539752128e–3