- the
vertices are distinct, so are the edges). A
directed path (sometimes
called dipath) in a
directed graph is a
finite or
infinite sequence of edges...
- edges. In the case of a
directed graph, each edge has an orientation, from one
vertex to
another vertex. A
path in a
directed graph is a
sequence of edges...
- in Oxford, UK. He is a
proponent of
nonduality and what he
terms 'the
Direct Path'. Just
prior to
beginning his
formal spiritual exploration,
Spira attended...
- The
Hamiltonian path problem is a
topic discussed in the
fields of
complexity theory and
graph theory. It
decides if a
directed or
undirected graph, G...
- all
directed paths with the same
start and
endpoints lead to the same
result by composition. In the
theory of Lie groups, a
quiver Q is a
directed graph...
- The
expression as the crow
flies is an
idiom for the most
direct path between two points. The
meaning of the
expression is
attested from the
early 19th...
- or
distance of each segment. The
shortest path problem can be
defined for
graphs whether undirected,
directed, or mixed. The
definition for undirected...
-
component has an
Eulerian cycle. For
directed graphs, "
path" has to be
replaced with
directed path and "cycle" with
directed cycle. The
definition and properties...
-
samma with its opposite, miccha. The
Noble Eightfold Path, in the
Buddhist traditions, is the
direct means to
nirvana and
brings a
release from the cycle...
- in
category theory, a
commutative diagram is a
diagram such that all
directed paths in the
diagram with the same
start and
endpoints lead to the same result...
