Solution of Nonlinear Volterra-Fredholm Integrodifferential Equations via Hybrid of Block-Pulse Functions and Lagrange Interpolating Polynomials

Table 3

The computational results of 𝑦(𝑡) for Example 4.3.

𝑡	Tau method	Present method	Exact
	𝑛=10	𝑁=2, 𝑀=10
0.0	1.0000000000	1.0000000000	1.0000000000
0.2	1.2214027513	1.2214027582	1.2214027582
0.4	1.4918246782	1.4918246976	1.4918246976
0.6	1.8221187743	1.8221188004	1.8221188004
0.8	2.2255409119	2.2255409285	2.2255409285
1.0	2.7182818285	2.7182818284	2.7182818284