Table 5.

0/1 Knapsack problems.

No.	(wi, pi) (i = 1, 2,…, 10000)	C
1	$\left(i,\sqrt{i}\right)$	2.6e + 07
2	(i, ln i+1)	2.7e + 07
3	(i, tan (πi/30000))	2.8e + 07
4	(i, 100+10−4i2)	2.9e + 07
5	(i, 0.01i − 5600)2+1)	3.0e + 07
6	(i, i+tan (πi/30000))	3.1e + 07
7	(i, tan (πi/30000)+0.001i2)	3.2e + 07
8	(i, 5000+10−6i3)	3.3e + 07
9	(i, tan (πi/30000)+10−6i3)	3.4e + 07
10	(i, arctan (0.01i)+1)	3.5e + 07
11	(i, 3 − lncos(10−4i))	3.6e + 07
12	(i, arctan (10−4i2)+1)	3.7e + 07
13	(i, sin e10−4i+10−4i2)	3.8e + 07
14	(i, sin e10−4i+10−2i)	3.9e + 07
15	(i, (1/i))	4.0e + 07
16	(i, (e10−4i+e−10−4i/sin (10−4i)))	4.1e + 07
17	(i, i2)	4.2e + 07
18	(i, i+2+εi), εi ~ [0,0.003]	4.3e + 07