Definition of Bridgeless. Meaning of Bridgeless. Synonyms of Bridgeless

Here you will find one or more explanations in English for the word Bridgeless. Also in the bottom left of the page several parts of wikipedia pages related to the word Bridgeless and, of course, Bridgeless synonyms and on the right images related to the word Bridgeless.

Definition of Bridgeless

Bridgeless
Bridgeless Bridge"less, a. Having no bridge; not bridged.

Meaning of Bridgeless from wikipedia

- connected graph, a bridge can uniquely determine a cut. A graph is said to be bridgeless or isthmus-free if it contains no bridges. This type of bridge should...
- theory and can be stated as follows: Petersen's Theorem. Every cubic, bridgeless graph contains a perfect matching. In other words, if a graph has exactly...
- after Julius Petersen, who in 1898 constructed it to be the smallest bridgeless cubic graph with no three-edge-coloring. Although the graph is generally...
- Unsolved problem in mathematics: Does every bridgeless graph have a multiset of cycles covering every edge exactly twice? (more unsolved problems in mathematics)...
- between k-face colorings and k-flows for bridgeless planar graphs. To see this, let G be a directed bridgeless planar graph with a proper k-face-coloring...
- states that every cubic bridgeless graph has a perfect matching. Lovász and Plummer conjectured that every cubic bridgeless graph has an exponential...
- The cycle double cover conjecture is the unproven ****ertion that every bridgeless graph has a cycle double cover. Double coverage may also refer to: Double...
- with minimal sum of weights of edges in all cycles of the cover. For bridgeless planar graphs, the MWCCP can be solved in polynomial time. A cycle k-cover...
- of this cut is 2, and there is no cut of size 1 because the graph is bridgeless. The max-flow min-cut theorem proves that the maximum network flow and...
- in the graph. The cycle double cover conjecture states that, for every bridgeless graph, there exists a multiset of simple cycles that covers each edge...