2009/02/28 · We show in this paper that a minimally 3-restricted edge connected graph is always λ 3 -optimal except the 3-cube.

A graph G is called minimally 3-restricted edge connected if lambda(3) (G - e) < lambda(3) (G) for each edge e is an element of E. A graph G is lambda(3)- ...

For a connected graph G=(V,E), an edge set S@__ __E is a 3-restricted edge cut if G-S is disconnected and every component of G-S has order at least three.

2008/08/27 · λ3(G). A graph G is called minimally 3-restricted edge connected if λ3(G − e)<λ3(G) for each edge e ∈ E. A graph G is λ3-optimal if λ3(G) ...

A graph G is called minimally restricted edge connected if λ ′ ( G − e ) < λ ′ ( G ) for each edge e ∈ E .

Graph theory. Recommendations. Minimally 3-restricted edge connected graphs. For a connected graph G=(V,E), an edge set S@__ __E is a 3-restricted edge cut if ...

A graph G is called minimally restricted edge connected if λ′(G−e)λ′(G) for each edge e∈E. A graph G is λ′-optimal if λ′(G)=ξ(G), where ξ(G) is the minimum ...

含まれない: restricted | 必須にする:restricted

A 3-restricted edge cut is an edge cut of a connected graph that separates this graph into components, each having an order of at least 3. The minimum size ...

2023/01/19 · For brevity, use "CC" for "connected component". A edge cut S is a minimal edge cut if and only if G−S have exactly two CCs.