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Theory and Modern Applications

Table 2 Comparison of methods with \((x,y)=(0.3.0.6)\) of Example 5.1

From: Solving two-dimensional fuzzy Fredholm integral equations via sinc collocation method

r

Present method

Method of [27]

Method of [26]

n = 2N + 1 = 17

n = 2N = 20

n = 52

\((\underline{E}^{r},\overline{E}^{r})\)

\((\underline{E}^{r},\overline {E}^{r})\)

\((\underline{E}^{r},\overline{E}^{r})\)

0.1

(3.2e-11,1.1e-09)

(1.5e-07,5.3e-06)

(0.0007,0.0004)

0.3

(1.1e-10,1.1e-09)

(5.2e-07,5.0e-06)

(0.0002,0.0011)

0.5

(2.2e-10,9.9e-10)

(1.0e-06,4.6e-06)

(0.0020,0.0008)

0.7

(3.5e-10,8.7e-10)

(1.6e-06,4.0e-06)

(0.0007,0.0003)

0.9

(5.0e-10,7.0e-10)

(2.3e-06,3.2e-06)

(0.0011,0.0024)