fplll (math/fplll) Updated: 6 months, 1 week ago Add to my watchlist

Lattice algorithms using floating-point arithmetic

fplll contains implementations of several lattice algorithms. The implementation relies on floating-point orthogonalization, and LLLis central to the code, hence the name.

Version: 5.4.5 License: LGPL-2.1 GitHub
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56 build(s) found
Builder Build Number Start Time Elapsed Time Watcher Build Status
14.arm64 2864 2024-01-12 10:27:56 0:01:51 861 build successful
14 4162 2023-10-29 12:00:17 0:05:11 866 build successful
11.arm64 106266 2023-10-24 7:20:44 0:02:02 38568 build successful
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10.8 152353 2023-10-23 13:56:23 0:01:17 48428 failed install-port
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10.6.x86_64 175687 2023-10-23 13:56:05 0:19:19 50633 build successful
10.9 250170 2023-10-23 13:55:56 0:01:13 77639 failed install-port
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13.arm64 39433 2023-10-23 13:52:00 0:01:49 12991 build successful
10.8 144731 2023-08-17 22:33:49 0:01:40 45901 failed install-port
10.10 235955 2023-08-17 22:16:10 0:01:45 75425 failed install-port
10.9 242434 2023-08-17 22:01:16 0:01:26 75114 failed install-port
13.arm64 26996 2023-07-02 18:23:51 0:02:07 8794 build successful
11.arm64 96753 2023-07-02 17:56:13 0:02:35 34387 build successful
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10.8 139615 2023-07-02 17:32:41 0:02:25 44214 failed install-port
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10.9 237197 2023-07-02 17:30:35 0:02:25 73426 failed install-port
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13.arm64 3293 2023-02-27 10:12:47 0:01:55 1009 build successful
12.arm64 79561 2022-12-28 1:02:45 0:02:44 15704 build successful
10.14 151042 2022-12-27 20:52:25 0:04:29 48009 build successful
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13 7546 2022-12-27 20:30:43 0:05:35 1083 build successful
10.15 124910 2022-12-27 20:28:38 0:05:52 37002 build successful
10.6 100299 2022-12-27 20:15:11 0:15:45 38897 build successful
10.6.x86_64 135251 2022-12-27 20:14:58 0:10:16 38927 build successful
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10.12 212908 2022-12-27 20:14:28 0:06:48 65161 build successful
10.10 208067 2022-12-27 20:14:17 0:01:48 66240 failed install-port
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11.arm64 78840 2022-12-27 20:13:45 0:02:11 26887 build successful