| Name | Version | Summary | date |
| fastgps |
1.0 |
Fast Gaussian processes regression in O(n log n) |
2025-08-12 23:21:01 |
| clwe |
0.0.0 |
Color Lattice Learning with Errors - Post-Quantum Cryptographic Library by CryptoPIX |
2025-08-08 08:45:02 |
| anduril-lattice-sdk |
2.1.0 |
HTTP clients for the Anduril Lattice SDK |
2025-08-07 03:43:59 |
| cryptopix |
8.0.0 |
Revolutionary Post-Quantum Cryptographic Library using Color Lattice Learning with Errors (CLWE) |
2025-08-04 08:51:54 |
| anduril-lattice-sdk-test |
2.0.0a0 |
HTTP clients for the Anduril Lattice SDK |
2025-07-22 20:50:41 |
| icp-lattice-calculator |
0.1.0 |
Crystallographic lattice calculations and instrument angle transformations |
2025-07-12 23:30:15 |
| qmcpy |
1.6.2.1 |
(Quasi) Monte Carlo Framework in Python 3 |
2025-03-28 00:21:24 |
| moirepy |
0.0.3 |
Simulate moire lattice systems in both real and momentum space and calculate various related observables. |
2025-02-17 14:35:59 |
| unitcellengine |
0.0.12 |
Lattice unitcell geometry and analysis framework |
2025-02-06 01:20:53 |
| microgen |
1.3.2 |
Microstructure generation and meshing |
2025-01-14 09:39:25 |
| lbpqc |
0.0.1 |
A library of primitives for teaching lattice-based post-quantum cryptography |
2025-01-07 19:09:47 |
| fips203 |
0.4.1 |
ML-KEM (FIPS203) -- asymmetric, quantum-secure encryption |
2024-10-17 21:56:23 |
| GGH-crypto |
1.0.4 |
GGH_crypto is a Python package for lattice-based cryptography, focusing on GGH and GGH-HNF implementations. |
2024-10-05 12:06:30 |
| blocksets |
0.3.1 |
Python package for performing set type operations on any layout of discrete space in any dimension. |
2024-07-16 10:23:31 |
| grassmanntn |
1.4.2 |
a Python library for Grassmann tensor network computation |
2024-05-31 08:23:44 |
| pylbm |
0.10.0 |
A flexible Python package for lattice Boltzmann method |
2024-04-07 05:20:42 |