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Fleischner's theorem is a result in graph theory that relates to the properties of cycles in Eulerian graphs. Specifically, it states that every 2-edge-connected graph (a graph where there are at least two vertex-disjoint paths between any two vertices) contains a cycle that includes every edge of the graph. This is closely associated with the concept of an Eulerian circuit, which is a cycle that visits every edge of a graph exactly once.

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  1. Theorems in graph theory
  2. Theorems in discrete mathematics
  3. Discrete mathematics
  4. Fields of mathematics
  5. Mathematics
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