Solvers for weighted perfect matching problem (linear assignment) for bipartite graphs. Both solvers use variants of auction algorithm and implemented in Rust.
- KhoslaSolver is best suited for asymmetric k-regular sparse graphs. The algorithm is presented in this paper. It stops in finite number of iterations.
- ForwardAuctionSolver works better for symmetric assignment problems. It uses ε-scaling to speedup the auction algorithm. The implementation is based on sslap. When there is no perfect matching it enters in endless loop and stops after
max_iterations number of iterations.