- For a vertex, the
number of head ends
adjacent to a
vertex is
called the
indegree of the
vertex and the
number of tail ends
adjacent to a
vertex is its outdegree...
- u , v ) {\displaystyle (u,v)}
received updates the
indegree of the
local vertex v. If the
indegree drops to zero, v is
added to Q j 2 {\displaystyle Q_{j}^{2}}...
- that the
Laplacian matrix is singular). For
directed graphs,
either the
indegree or
outdegree might be used,
depending on the application, as in the following...
-
denoted 𝛿 +(v), from the
indegree (number of
incoming edges),
denoted 𝛿−(v); a
source vertex is a
vertex with
indegree zero,
while a sink
vertex is...
-
regular directed graph must also
satisfy the
stronger condition that the
indegree and
outdegree of each
internal vertex are
equal to each other. A regular...
- ****ignment of a
direction to each edge of G such that, at each
vertex v, the
indegree of v
equals the
outdegree of v. Such an
orientation exists for any undirected...
-
graph is a
graph in
which each
subgraph has a
vertex of
degree at most k.
Indegree,
outdegree for
digraphs Degree distribution Degree sequence for bipartite...
- is
connected and the
indegree is
equal to
outdegree at
every vertex. In this case G is
called Eulerian. We
denote the
indegree of a
vertex v by deg(v)...
-
Condorcet methods. If
every player beats the same
number of
other players (
indegree −
outdegree = 0) the
tournament is
called regular. Any
tournament on a...
- procedure, in a CFG,
every edge A→B has the
property that: outdegree(A) > 1 or
indegree(B) > 1 (or both). The CFG can thus be obtained, at
least conceptually,...
