We know that every sofic shift has a right-resolving presentation. In order to learn from sofic shift, it’s necessary to have a minimal presentation for every sofic shift. Because sofic shifts are ...
Abstract: Large-scale network shortest route searching needs unique big data computing methodologies. This study proposes a novel usage of the Hopcroft-Karp technique for bipartite matching to ...
Input: Bipartite graph G ( U ∪ V , E ) G(U \cup V, E) Output: Matching M ⊆ E M \subseteq E M ← ∅ M \leftarrow \empty repeat P ← { P 1 , P 2 , … , P k } \mathcal P \leftarrow {P_1, P_2, \dots, P_k} ...
Certains résultats ont été masqués, car ils peuvent vous être inaccessibles.
Afficher les résultats inaccessibles
Commentaires