fplll contains several algorithms on lattices that rely on floating-point computations. This includes implementations of the floating-point LLL reduction algorithm, offering different speed/guarantees ratios. It also includes a rigorous floating-point implementation of the Kannan-Fincke-Pohst algorithm that finds a shortest non-zero lattice vector.
| Package Version | Update ID | Released | Package Hub Version | Platforms | Subpackages |
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| 5.4.4-bp156.2.6 info | GA Release | 2024-05-13 | 15 SP6 |
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| 5.4.4-bp155.1.5 info | GA Release | 2023-05-17 | 15 SP5 |
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| 5.4.1-bp154.1.19 info | GA Release | 2022-05-09 | 15 SP4 |
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| 5.2.0-bp153.1.20 info | GA Release | 2021-05-10 | 15 SP3 |
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| 5.2.0-bp152.3.17 info | GA Release | 2020-04-16 | 15 SP2 |
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| 5.2.0-bp151.3.1 info | GA Release | 2019-07-17 | 15 SP1 |
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| 5.2.0-bp151.2.16 info | GA Release | 2019-05-18 | 15 SP1 |
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| 5.2.0-bp150.2.5 info | GA Release | 2018-07-30 | 15 |
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| 5.2.0-bp150.2.4 info | GA Release | 2018-07-30 | 15 |
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