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robinson_modules_test

v0.5.0crates.io· Rust

Test Version This crate is a direct implementation of the algorithms presented in "MODULES IN ROBINSON SPACES" by MIKHAEL CARMONA, VICTOR CHEPOI, GUYSLAIN NAVES AND PASCAL PREA. It can determine if a given square matrice admit a compatible order in O(n²). If it does admit at least one, this crate will provide you with a permutation corresponding to one compatible order.

The verdict
Deprecated. Don't start a new project on this. yanked
yanked
Live from the crates.io registry · derived rules, not AI
How it scores
MaintenanceDeprecated
PopularityNiche
SecurityClean
LicensePermissive
DepsZero deps
Maintenance
Package author marked it deprecated.
Popularity
0 downloads / week
Security
No known advisories for this version (OSV).
License
MIT
Dependencies
No runtime dependencies
Recent releases
  • 0.5.02 years ago
  • 0.4.02 years ago
  • 0.3.02 years ago
  • 0.2.02 years ago
  • 0.1.02 years ago
robinson_modules_test — Test Version This crate is a direct implementation of the algorithms presented in "MODULES IN ROBINSON SPACES" by MIKHAEL CARMONA, VICTOR CHEPOI, GUYSLAIN NAVES AND PASCAL PREA. It can determine if a given square matrice admit a compatible order in O(n²). If it does admit at least one, this crate will provide you with a permutation corresponding to one compatible order. (Rust / crates.io) — verdict, alternatives & security · Modules