mirror of
https://github.com/josdejong/mathjs.git
synced 2026-01-18 14:59:29 +00:00
git handles compression for us so compressing the matricies we use to test is unnessessary. Additionally, handling the compression made the code significantly more complex and required pulling in extra packages from npm. This commit updates the matrix market code to use uncompressed files. I have also replaced use of the promise libary 'q' with built in promises.
217 lines
3.7 KiB
Plaintext
217 lines
3.7 KiB
Plaintext
%%MatrixMarket matrix coordinate real symmetric
|
|
%-------------------------------------------------------------------------------
|
|
% UF Sparse Matrix Collection, Tim Davis
|
|
% http://www.cise.ufl.edu/research/sparse/matrices/Bai/bfwb62
|
|
% name: Bai/bfwb62
|
|
% [BOUNDED FINLINE WAVEGUIDE EIGENMODES B SHULTZ AND S GEDNEY]
|
|
% id: 296
|
|
% date: 1994
|
|
% author: B. Schultz, S. Gedney
|
|
% ed: Z. Bai, D. Day, J. Demmel, J. Dongarra
|
|
% fields: title A name id date author ed kind
|
|
% kind: electromagnetics problem
|
|
%-------------------------------------------------------------------------------
|
|
62 62 202
|
|
1 1 -1.14796e-5
|
|
4 1 1.27551e-6
|
|
20 1 2.55102e-6
|
|
24 1 2.55102e-6
|
|
2 2 -1.14796e-5
|
|
3 2 1.27551e-6
|
|
6 2 6.377550000000001e-7
|
|
21 2 2.55102e-6
|
|
30 2 2.55102e-6
|
|
3 3 -2.29592e-5
|
|
5 3 1.27551e-6
|
|
6 3 1.27551e-6
|
|
7 3 1.27551e-6
|
|
16 3 2.55102e-6
|
|
28 3 2.55102e-6
|
|
29 3 2.55102e-6
|
|
32 3 2.55102e-6
|
|
36 3 2.55102e-6
|
|
4 4 -2.29592e-5
|
|
8 4 1.27551e-6
|
|
17 4 2.55102e-6
|
|
25 4 2.55102e-6
|
|
33 4 2.55102e-6
|
|
37 4 2.55102e-6
|
|
5 5 -1.14796e-5
|
|
7 5 1.27551e-6
|
|
9 5 6.377550000000001e-7
|
|
23 5 2.55102e-6
|
|
34 5 2.55102e-6
|
|
38 5 2.55102e-6
|
|
6 6 -1.70281e-5
|
|
7 6 2.200260000000001e-6
|
|
10 6 1.5625e-6
|
|
19 6 2.55102e-6
|
|
34 6 2.55102e-6
|
|
42 6 6.25e-6
|
|
7 7 -3.96046e-5
|
|
9 7 2.200260000000001e-6
|
|
10 7 3.125e-6
|
|
11 7 3.125e-6
|
|
26 7 2.55102e-6
|
|
30 7 2.55102e-6
|
|
40 7 2.55102e-6
|
|
41 7 6.25e-6
|
|
44 7 6.25e-6
|
|
48 7 6.25e-6
|
|
8 8 -3.96046e-5
|
|
12 8 3.125e-6
|
|
27 8 2.55102e-6
|
|
31 8 2.55102e-6
|
|
45 8 6.25e-6
|
|
49 8 6.25e-6
|
|
9 9 -2.25765e-5
|
|
11 9 3.125e-6
|
|
13 9 1.5625e-6
|
|
36 9 2.55102e-6
|
|
46 9 6.25e-6
|
|
50 9 6.25e-6
|
|
10 10 -2.8125e-5
|
|
11 10 3.125e-6
|
|
32 10 6.25e-6
|
|
46 10 6.25e-6
|
|
54 10 6.25e-6
|
|
11 11 -5.625e-5
|
|
13 11 3.125e-6
|
|
38 11 6.25e-6
|
|
42 11 6.25e-6
|
|
52 11 6.25e-6
|
|
53 11 6.25e-6
|
|
59 11 6.25e-6
|
|
12 12 -5.625e-5
|
|
14 12 3.125e-6
|
|
39 12 6.25e-6
|
|
43 12 6.25e-6
|
|
56 12 6.25e-6
|
|
60 12 6.25e-6
|
|
13 13 -2.8125e-5
|
|
48 13 6.25e-6
|
|
57 13 6.25e-6
|
|
14 14 -2.8125e-5
|
|
51 14 6.25e-6
|
|
55 14 6.25e-6
|
|
15 15 -2.04082e-5
|
|
16 15 -1.02041e-5
|
|
16 16 -4.08163e-5
|
|
19 16 -1.02041e-5
|
|
21 16 -1.02041e-5
|
|
17 17 -4.08163e-5
|
|
18 17 -1.02041e-5
|
|
20 17 -1.02041e-5
|
|
22 17 -1.02041e-5
|
|
18 18 -2.04082e-5
|
|
19 19 -4.08163e-5
|
|
21 19 -1.02041e-5
|
|
29 19 -1.02041e-5
|
|
30 19 -1.02041e-5
|
|
20 20 -4.08163e-5
|
|
22 20 -1.02041e-5
|
|
31 20 -1.02041e-5
|
|
21 21 -4.08163e-5
|
|
23 21 -1.02041e-5
|
|
22 22 -4.08163e-5
|
|
24 22 -1.02041e-5
|
|
25 22 -1.02041e-5
|
|
23 23 -4.08163e-5
|
|
26 23 -1.02041e-5
|
|
28 23 -1.02041e-5
|
|
24 24 -4.08163e-5
|
|
25 24 -1.02041e-5
|
|
27 24 -1.02041e-5
|
|
25 25 -2.04082e-5
|
|
26 26 -4.08163e-5
|
|
28 26 -1.02041e-5
|
|
34 26 -1.02041e-5
|
|
36 26 -1.02041e-5
|
|
27 27 -4.08163e-5
|
|
35 27 -1.02041e-5
|
|
37 27 -1.02041e-5
|
|
28 28 -2.04082e-5
|
|
29 29 -2.04082e-5
|
|
30 29 -1.02041e-5
|
|
30 30 -4.08163e-5
|
|
32 30 -1.02041e-5
|
|
34 30 -1.02041e-5
|
|
31 31 -4.08163e-5
|
|
33 31 -1.02041e-5
|
|
35 31 -1.02041e-5
|
|
32 32 -7.04082e-5
|
|
34 32 -1.02041e-5
|
|
41 32 -2.5e-5
|
|
42 32 -2.5e-5
|
|
33 33 -7.04082e-5
|
|
35 33 -1.02041e-5
|
|
43 33 -2.5e-5
|
|
34 34 -4.08163e-5
|
|
36 34 -1.02041e-5
|
|
35 35 -4.08163e-5
|
|
37 35 -1.02041e-5
|
|
36 36 -4.08163e-5
|
|
38 36 -1.02041e-5
|
|
40 36 -1.02041e-5
|
|
37 37 -4.08163e-5
|
|
39 37 -1.02041e-5
|
|
38 38 -7.04082e-5
|
|
40 38 -1.02041e-5
|
|
46 38 -2.5e-5
|
|
48 38 -2.5e-5
|
|
39 39 -7.04082e-5
|
|
47 39 -2.5e-5
|
|
49 39 -2.5e-5
|
|
40 40 -2.04082e-5
|
|
41 41 -5e-5
|
|
42 41 -2.5e-5
|
|
42 42 -.0001
|
|
44 42 -2.5e-5
|
|
46 42 -2.5e-5
|
|
43 43 -.0001
|
|
45 43 -2.5e-5
|
|
47 43 -2.5e-5
|
|
44 44 -.0001
|
|
46 44 -2.5e-5
|
|
53 44 -2.5e-5
|
|
54 44 -2.5e-5
|
|
45 45 -.0001
|
|
47 45 -2.5e-5
|
|
55 45 -2.5e-5
|
|
46 46 -.0001
|
|
48 46 -2.5e-5
|
|
47 47 -.0001
|
|
49 47 -2.5e-5
|
|
48 48 -.0001
|
|
50 48 -2.5e-5
|
|
52 48 -2.5e-5
|
|
49 49 -.0001
|
|
51 49 -2.5e-5
|
|
50 50 -.0001
|
|
52 50 -2.5e-5
|
|
57 50 -2.5e-5
|
|
59 50 -2.5e-5
|
|
51 51 -.0001
|
|
58 51 -2.5e-5
|
|
60 51 -2.5e-5
|
|
52 52 -5e-5
|
|
53 53 -5e-5
|
|
54 53 -2.5e-5
|
|
54 54 -.0001
|
|
57 54 -2.5e-5
|
|
55 55 -.0001
|
|
56 55 -2.5e-5
|
|
58 55 -2.5e-5
|
|
56 56 -5e-5
|
|
58 56 -2.5e-5
|
|
57 57 -.0001
|
|
59 57 -2.5e-5
|
|
58 58 -.0001
|
|
60 58 -2.5e-5
|
|
59 59 -.0001
|
|
62 59 -2.5e-5
|
|
60 60 -.0001
|
|
61 60 -2.5e-5
|
|
61 61 -5e-5
|
|
62 62 -5e-5
|