Hybrid Bernstein Block-Pulse Functions Method for Second Kind Integral Equations with Convergence Analysis

Table 3

Absolute errors by using BPFs for 𝑁=4, BPs for 𝑀=3, and HBBPFM for 𝑁=4, 𝑀=3 in Example 2.

𝑡	Method
	BPFs	BPs	HBBPFM
	𝑁=4	𝑀=3	𝑁=4, 𝑀=3
0	0.134438	0.000939946	2.60043×10^−6
0.1	0.0292675	0.000210236	6.00397×10^−7
0.2	0.0869644	0.000396173	1.08124×10^−6
0.3	0.103935	0.000126329	1.37399×10^−6
0.4	0.0380311	0.000213179	7.99831×10^−7
0.5	0.216077	0.00037144	4.28735×10^−6
0.6	0.0426798	0.000246979	9.89894×10^−7
0.7	0.148954	0.0000965353	1.78268×10^−6
0.8	0.167943	0.000412916	2.26538×10^−6
0.9	0.0661188	0.000254268	1.31873×10^−6