A One-Point Third-Derivative Hybrid Multistep Technique for Solving Second-Order Oscillatory and Periodic Problems

Table 1

Comparison of the absolute errors at the end point of TDHMT with absolute error of other existing methods, namely, SKMTD, SAMTD, SIMOSMTD, VDMTD, AMTD, and WETMTD for Example 1.

	TDHMT	SKMTD	SAMTD	SIMOSMTD	VDMTD	AMTD	WETMTD
	3.14e − 10	8.26e − 11	9.31e − 11	3.15e − 04	4.06e − 05	4.09e − 05	4.08e − 05
	5.23e − 12	9.52e − 12	8.03e − 12	1.81e − 05	1.87e − 06	1.27e − 06	1.27e − 06
	8.43e − 14	3.74e − 12	5.52e − 12	1.07e − 06	3.84e − 08	3.94e − 08	3.93e − 08
	5.02e − 15	7.16e − 13	7.25e − 12	2.09e − 07	5.13e − 09	5.18e − 09	5.17e − 09
	1.31e − 15	2.18e − 13	6.99e − 12	6.55e − 08	3.19e − 09	1.23e − 09	1.23e − 09
	3.48e − 16	9.65e − 14	6.65e − 12	2.67e − 08	9.89e − 10	4.09e − 10	4.07e − 10