A Reliable Analytical Method for Solving Higher-Order Initial Value Problems

Table 3

The values of consecutive error function at 𝑘=8,9,10,11 for different values of 𝑡.

𝑡𝑖	Con^8(𝑡𝑖)	Con^9(𝑡𝑖)	Con^10(𝑡𝑖)	Con^11(𝑡𝑖)
10𝜋/20	0	0	0	0
11𝜋/20	7.05920×10^−18	2.13399×10^−20	1.75938×10^−22	4.43217×10^−25
12𝜋/20	3.61431×10^−15	2.18521×10^−17	3.60321×10^−19	1.81542×10^−21
13𝜋/20	1.38946×10^−13	1.26010×10^−15	3.11669×10^−17	2.35544×10^−19
14𝜋/20	1.85053×10^−12	2.23765×10^−14	7.37938×10^−16	7.43595×10^−18
15𝜋/20	1.37875×10^−11	2.08398×10^−13	8.59072×10^−15	1.08207×10^−16
16𝜋/20	7.11404×10^−11	1.29034×10^−12	6.38298×10^−14	9.64787×10^−16
17𝜋/20	2.84864×10^−10	6.02800×10^−12	3.47887×10^−13	6.13470×10^−15
18𝜋/20	2.73488×10^−9	7.44078×10^−11	1.51130×10^−12	3.04576×10^−14
19𝜋/20	2.73488×10^−9	7.44078×10^−11	5.52112×10^−12	1.25178×10^−13
20𝜋/20	7.05920×10^−9	2.13399×10^−10	1.75938×10^−11	4.43217×10^−13