| rational_horner2_14.hpp |
|
9.45K |
21 Jun 2013 17:47:23 UTC |
| polynomial_horner1_12.hpp |
|
3.27K |
21 Jun 2013 17:47:21 UTC |
| rational_horner2_20.hpp |
|
16.96K |
21 Jun 2013 17:46:54 UTC |
| rational_horner1_7.hpp |
|
3.57K |
21 Jun 2013 17:47:45 UTC |
| rational_horner3_9.hpp |
|
8.26K |
21 Jun 2013 17:47:35 UTC |
| rational_horner3_8.hpp |
|
6.49K |
21 Jun 2013 17:46:57 UTC |
| rational_horner3_5.hpp |
|
2.46K |
21 Jun 2013 17:47:25 UTC |
| polynomial_horner1_20.hpp |
|
6.06K |
21 Jun 2013 17:47:35 UTC |
| polynomial_horner1_2.hpp |
|
1,003 |
21 Jun 2013 17:47:21 UTC |
| polynomial_horner1_18.hpp |
|
5.28K |
21 Jun 2013 17:47:34 UTC |
| polynomial_horner1_13.hpp |
|
3.57K |
21 Jun 2013 17:47:00 UTC |
| rational_horner1_4.hpp |
|
2K |
21 Jun 2013 17:46:50 UTC |
| rational_horner1_19.hpp |
|
14.63K |
21 Jun 2013 17:47:43 UTC |
| rational_horner1_18.hpp |
|
13.41K |
21 Jun 2013 17:47:23 UTC |
| rational_horner1_13.hpp |
|
8.13K |
21 Jun 2013 17:46:41 UTC |
| rational_horner1_10.hpp |
|
5.61K |
21 Jun 2013 17:47:18 UTC |
| polynomial_horner3_14.hpp |
|
6.61K |
21 Jun 2013 17:46:40 UTC |
| polynomial_horner3_13.hpp |
|
5.87K |
21 Jun 2013 17:46:49 UTC |
| rational_horner3_4.hpp |
|
1.56K |
21 Jun 2013 17:47:46 UTC |
| rational_horner3_3.hpp |
|
1.56K |
21 Jun 2013 17:47:36 UTC |
| rational_horner3_2.hpp |
|
1.56K |
21 Jun 2013 17:46:58 UTC |
| rational_horner1_15.hpp |
|
10.08K |
21 Jun 2013 17:47:19 UTC |
| rational_horner1_12.hpp |
|
7.23K |
21 Jun 2013 17:46:53 UTC |
| polynomial_horner3_9.hpp |
|
3.38K |
21 Jun 2013 17:47:15 UTC |
| polynomial_horner3_4.hpp |
|
1.36K |
21 Jun 2013 17:46:41 UTC |
| polynomial_horner2_19.hpp |
|
6.06K |
21 Jun 2013 17:46:43 UTC |
| polynomial_horner1_9.hpp |
|
2.44K |
21 Jun 2013 17:47:15 UTC |
| polynomial_horner1_8.hpp |
|
2.2K |
21 Jun 2013 17:47:09 UTC |
| polynomial_horner1_5.hpp |
|
1.53K |
21 Jun 2013 17:47:26 UTC |
| rational_horner3_12.hpp |
|
14.93K |
21 Jun 2013 17:47:28 UTC |
| polynomial_horner2_6.hpp |
|
1.79K |
21 Jun 2013 17:46:44 UTC |
| rational_horner3_16.hpp |
|
26.93K |
21 Jun 2013 17:47:40 UTC |
| rational_horner3_13.hpp |
|
17.59K |
21 Jun 2013 17:47:21 UTC |
| rational_horner3_11.hpp |
|
12.49K |
21 Jun 2013 17:47:43 UTC |
| polynomial_horner2_12.hpp |
|
3.46K |
21 Jun 2013 17:47:44 UTC |
| rational_horner2_5.hpp |
|
2.1K |
21 Jun 2013 17:47:29 UTC |
| rational_horner2_2.hpp |
|
1.56K |
21 Jun 2013 17:46:49 UTC |
| rational_horner2_17.hpp |
|
12.94K |
21 Jun 2013 17:47:14 UTC |
| polynomial_horner1_16.hpp |
|
4.56K |
21 Jun 2013 17:47:26 UTC |
| polynomial_horner1_15.hpp |
|
4.21K |
21 Jun 2013 17:47:12 UTC |
| rational_horner2_7.hpp |
|
3.34K |
21 Jun 2013 17:47:24 UTC |
| rational_horner2_6.hpp |
|
2.69K |
21 Jun 2013 17:47:35 UTC |
| rational_horner2_3.hpp |
|
1.56K |
21 Jun 2013 17:46:53 UTC |
| rational_horner3_10.hpp |
|
10.26K |
21 Jun 2013 17:47:18 UTC |
| rational_horner2_9.hpp |
|
4.8K |
21 Jun 2013 17:46:58 UTC |
| rational_horner2_8.hpp |
|
4.04K |
21 Jun 2013 17:47:28 UTC |
| rational_horner2_19.hpp |
|
15.56K |
21 Jun 2013 17:46:54 UTC |
| rational_horner3_20.hpp |
|
42.49K |
21 Jun 2013 17:47:43 UTC |
| rational_horner3_19.hpp |
|
38.27K |
21 Jun 2013 17:47:27 UTC |
| rational_horner3_18.hpp |
|
34.26K |
21 Jun 2013 17:47:26 UTC |
| polynomial_horner3_3.hpp |
|
1.36K |
21 Jun 2013 17:46:43 UTC |
| polynomial_horner3_19.hpp |
|
11.11K |
21 Jun 2013 17:46:58 UTC |
| polynomial_horner3_12.hpp |
|
5.16K |
21 Jun 2013 17:47:30 UTC |
| polynomial_horner3_10.hpp |
|
3.91K |
21 Jun 2013 17:46:54 UTC |
| polynomial_horner2_5.hpp |
|
1.56K |
21 Jun 2013 17:46:56 UTC |
| polynomial_horner2_4.hpp |
|
1.35K |
21 Jun 2013 17:46:52 UTC |
| polynomial_horner2_20.hpp |
|
6.49K |
21 Jun 2013 17:47:07 UTC |
| polynomial_horner2_17.hpp |
|
5.24K |
21 Jun 2013 17:46:40 UTC |
| polynomial_horner2_15.hpp |
|
4.48K |
21 Jun 2013 17:46:49 UTC |
| rational_horner1_14.hpp |
|
9.07K |
21 Jun 2013 17:46:57 UTC |
| polynomial_horner3_8.hpp |
|
2.86K |
21 Jun 2013 17:46:52 UTC |
| rational_horner2_16.hpp |
|
11.72K |
21 Jun 2013 17:47:43 UTC |
| rational_horner2_13.hpp |
|
8.4K |
21 Jun 2013 17:46:54 UTC |
| rational_horner1_8.hpp |
|
4.2K |
21 Jun 2013 17:47:21 UTC |
| rational_horner1_17.hpp |
|
12.25K |
21 Jun 2013 17:46:40 UTC |
| rational_horner1_16.hpp |
|
11.13K |
21 Jun 2013 17:47:34 UTC |
| polynomial_horner2_13.hpp |
|
3.78K |
21 Jun 2013 17:46:54 UTC |
| polynomial_horner2_11.hpp |
|
3.14K |
21 Jun 2013 17:46:51 UTC |
| polynomial_horner2_10.hpp |
|
2.84K |
21 Jun 2013 17:47:25 UTC |
| polynomial_horner1_7.hpp |
|
1.96K |
21 Jun 2013 17:47:14 UTC |
| polynomial_horner1_6.hpp |
|
1.74K |
21 Jun 2013 17:46:53 UTC |
| polynomial_horner1_4.hpp |
|
1.33K |
21 Jun 2013 17:46:44 UTC |
| polynomial_horner1_3.hpp |
|
1.15K |
21 Jun 2013 17:46:41 UTC |
| polynomial_horner1_19.hpp |
|
5.67K |
21 Jun 2013 17:47:23 UTC |
| polynomial_horner1_17.hpp |
|
4.91K |
21 Jun 2013 17:46:55 UTC |
| polynomial_horner1_11.hpp |
|
2.98K |
21 Jun 2013 17:47:14 UTC |
| polynomial_horner1_10.hpp |
|
2.71K |
21 Jun 2013 17:46:56 UTC |
| polynomial_horner3_11.hpp |
|
4.53K |
21 Jun 2013 17:46:51 UTC |
| polynomial_horner2_9.hpp |
|
2.56K |
21 Jun 2013 17:47:42 UTC |
| polynomial_horner2_8.hpp |
|
2.29K |
21 Jun 2013 17:46:49 UTC |
| polynomial_horner2_7.hpp |
|
2.03K |
21 Jun 2013 17:47:32 UTC |
| polynomial_horner2_3.hpp |
|
1.35K |
21 Jun 2013 17:46:50 UTC |
| polynomial_horner2_2.hpp |
|
1.35K |
21 Jun 2013 17:47:27 UTC |
| polynomial_horner2_18.hpp |
|
5.64K |
21 Jun 2013 17:46:44 UTC |
| polynomial_horner2_16.hpp |
|
4.86K |
21 Jun 2013 17:47:12 UTC |
| polynomial_horner2_14.hpp |
|
4.13K |
21 Jun 2013 17:47:46 UTC |
| polynomial_horner1_14.hpp |
|
3.88K |
21 Jun 2013 17:47:17 UTC |
| rational_horner1_11.hpp |
|
6.39K |
21 Jun 2013 17:47:02 UTC |
| polynomial_horner3_7.hpp |
|
2.43K |
21 Jun 2013 17:46:49 UTC |
| polynomial_horner3_6.hpp |
|
2.01K |
21 Jun 2013 17:46:59 UTC |
| polynomial_horner3_5.hpp |
|
1.67K |
21 Jun 2013 17:46:47 UTC |
| polynomial_horner3_20.hpp |
|
12.14K |
21 Jun 2013 17:46:42 UTC |
| polynomial_horner3_2.hpp |
|
1.36K |
21 Jun 2013 17:46:41 UTC |
| polynomial_horner3_18.hpp |
|
10.1K |
21 Jun 2013 17:46:54 UTC |
| polynomial_horner3_17.hpp |
|
9.17K |
21 Jun 2013 17:46:41 UTC |
| polynomial_horner3_16.hpp |
|
8.25K |
21 Jun 2013 17:47:18 UTC |
| polynomial_horner3_15.hpp |
|
7.42K |
21 Jun 2013 17:47:16 UTC |
| rational_horner3_7.hpp |
|
4.93K |
21 Jun 2013 17:46:58 UTC |
| rational_horner3_6.hpp |
|
3.59K |
21 Jun 2013 17:47:33 UTC |
| rational_horner3_17.hpp |
|
30.49K |
21 Jun 2013 17:47:21 UTC |
| rational_horner3_15.hpp |
|
23.59K |
21 Jun 2013 17:46:58 UTC |
| rational_horner3_14.hpp |
|
20.48K |
21 Jun 2013 17:47:34 UTC |
| rational_horner2_4.hpp |
|
1.56K |
21 Jun 2013 17:47:44 UTC |
| rational_horner2_18.hpp |
|
14.22K |
21 Jun 2013 17:46:47 UTC |
| rational_horner1_6.hpp |
|
3K |
21 Jun 2013 17:46:58 UTC |
| rational_horner1_5.hpp |
|
2.47K |
21 Jun 2013 17:47:33 UTC |
| rational_horner1_3.hpp |
|
1.57K |
21 Jun 2013 17:46:57 UTC |
| rational_horner1_20.hpp |
|
15.91K |
21 Jun 2013 17:47:28 UTC |
| rational_horner1_2.hpp |
|
1.2K |
21 Jun 2013 17:47:42 UTC |
| rational_horner2_15.hpp |
|
10.55K |
21 Jun 2013 17:47:08 UTC |
| rational_horner2_12.hpp |
|
7.41K |
21 Jun 2013 17:47:23 UTC |
| rational_horner2_11.hpp |
|
6.48K |
21 Jun 2013 17:46:54 UTC |
| rational_horner2_10.hpp |
|
5.61K |
21 Jun 2013 17:47:05 UTC |
| rational_horner1_9.hpp |
|
4.88K |
21 Jun 2013 17:47:40 UTC |