This package demonstrates the algorithmic usefulness of the so-called Mal'cev correspondence for computations with infinite polycyclic groups; it is a correspondence that associates to every $\Q$-powered nilpotent group $H$ a unique rational nilpotent Lie algebra $L_H$ and vice-versa. The Mal'cev correspondence was discovered by Anatoly Mal'cev in 1951.
| Package Version | Update ID | Released | Package Hub Version | Platforms | Subpackages |
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| 0.96.3-bp160.1.9 info | GA Release | 2022-11-19 | 16.0 |
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| 0.94-bp153.1.12 info | GA Release | 2021-02-26 | 15 SP3 |
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| 0.94-bp152.3.13 info | GA Release | 2020-04-16 | 15 SP2 |
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| 0.94-bp151.2.10 info | GA Release | 2019-05-18 | 15 SP1 |
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| 0.94-bp150.1.3 info | GA Release | 2018-07-30 | 15 |
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