AbstractAn m-restricted edge cut is an edge cut of a connected graph which disconnects this graph with each component having order at least m. Graphs that contain m-restricted edge cuts are characterized in this paper if they have order at least 3m-2. For graphs without this order restriction, we present two necessary and sufficient conditions to determine whether they contain m-restricted edge cuts
AbstractFor a connected graph G, an edge-cut S is called a restricted edge-cut if G−S contains no is...
AbstractA vertex-cut X is said to be a restricted cut of a graph G if it is a vertex-cut such that n...
A vertex-cut X is said to be a restricted cut of a graph G if it is a vertex-cut such that no vertex...
AbstractAn edge cut of a connected graph is 4-restricted if it disconnects this graph with each comp...
AbstractLet G=(V,E) be a connected graph and S⊂E. S is said to be a m-restricted edge cut (m-RC) if ...
AbstractAn edge subset S of a connected graph G is a k-restricted edge cut if G-S is disconnected, a...
AbstractFor a connected graph G=(V,E), an edge set S⊂E is a k-restricted-edge-cut if G-S is disconne...
AbstractWe characterize graphs of large enough order or large enough minimum degree which contain ed...
AbstractAn edge cut of a connected graph is m-restricted if its removal leaves every component havin...
We characterize graphs of large enough order or large enough minimum degree which contain edge cuts ...
Restricted edge connectivity is a more refined network reliability index than edge connectivity. A r...
AbstractFor a connected graph G, an edge set S is a k-restricted edge-cut if G−S is disconnected and...
AbstractAn edge cut W of a connected graph G is a k-restricted edge cut if G−W is disconnected, and ...
AbstractThis paper considers the concept of restricted edge-connectivity, and relates that to the ed...
AbstractFor a connected graph G=(V,E), an edge set S⊂E is a restricted edge cut if G−S is disconnect...
AbstractFor a connected graph G, an edge-cut S is called a restricted edge-cut if G−S contains no is...
AbstractA vertex-cut X is said to be a restricted cut of a graph G if it is a vertex-cut such that n...
A vertex-cut X is said to be a restricted cut of a graph G if it is a vertex-cut such that no vertex...
AbstractAn edge cut of a connected graph is 4-restricted if it disconnects this graph with each comp...
AbstractLet G=(V,E) be a connected graph and S⊂E. S is said to be a m-restricted edge cut (m-RC) if ...
AbstractAn edge subset S of a connected graph G is a k-restricted edge cut if G-S is disconnected, a...
AbstractFor a connected graph G=(V,E), an edge set S⊂E is a k-restricted-edge-cut if G-S is disconne...
AbstractWe characterize graphs of large enough order or large enough minimum degree which contain ed...
AbstractAn edge cut of a connected graph is m-restricted if its removal leaves every component havin...
We characterize graphs of large enough order or large enough minimum degree which contain edge cuts ...
Restricted edge connectivity is a more refined network reliability index than edge connectivity. A r...
AbstractFor a connected graph G, an edge set S is a k-restricted edge-cut if G−S is disconnected and...
AbstractAn edge cut W of a connected graph G is a k-restricted edge cut if G−W is disconnected, and ...
AbstractThis paper considers the concept of restricted edge-connectivity, and relates that to the ed...
AbstractFor a connected graph G=(V,E), an edge set S⊂E is a restricted edge cut if G−S is disconnect...
AbstractFor a connected graph G, an edge-cut S is called a restricted edge-cut if G−S contains no is...
AbstractA vertex-cut X is said to be a restricted cut of a graph G if it is a vertex-cut such that n...
A vertex-cut X is said to be a restricted cut of a graph G if it is a vertex-cut such that no vertex...