1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
|
# P-Laplacian problem by Newton:
# geo = square-50
# approx = P1
# p = 2.5
# tol = 2.22045e-16
# max_iter = 500
# Newton:
# n r
0 1.43654
1 1.58867
2 0.17073
3 0.0035767
4 1.41122e-06
5 1.23196e-12
6 1.01711e-12
7 7.97821e-13
8 7.86149e-13
9 8.29028e-13
10 1.03442e-12
11 1.25514e-12
12 9.42094e-13
13 7.69003e-13
14 1.18687e-12
15 7.70528e-13
16 8.72211e-13
17 9.48309e-13
18 6.54678e-13
19 8.41065e-13
20 7.93265e-13
21 1.02079e-12
22 8.04946e-13
23 8.33076e-13
24 7.87296e-13
25 1.01999e-12
26 8.91384e-13
27 7.34456e-13
28 8.65528e-13
29 6.96059e-13
30 7.23799e-13
31 8.69041e-13
32 7.90421e-13
33 1.18458e-12
34 9.39693e-13
35 7.96034e-13
36 7.87199e-13
37 9.0124e-13
38 9.70226e-13
39 7.97194e-13
40 8.44643e-13
41 5.82435e-13
42 7.96266e-13
43 1.0512e-12
44 1.37001e-12
45 7.0869e-13
46 8.30234e-13
47 1.0755e-12
48 1.22085e-12
49 1.48522e-12
50 9.93722e-13
51 9.65131e-13
52 1.17431e-12
53 1.42194e-12
|
