- In
graph theory, an
Eulerian trail (or
Eulerian path) is a
trail in a
finite graph that
visits every edge
exactly once (allowing for
revisiting vertices)...
- \chi (S^{2})=F-E+V=2}
Eulerian circuit,
Euler cycle or
Eulerian path – a path
through a
graph that
takes each edge once
Eulerian graph has all its vertices...
- location. The
Lagrangian and
Eulerian specifications of the flow
field are
sometimes loosely denoted as the
Lagrangian and
Eulerian frame of reference. However...
- In combinatorics, the
Eulerian number A ( n , k ) {\textstyle A(n,k)} is the
number of
permutations of the
numbers 1 to n {\textstyle n} in
which exactly...
- the
Euler diagram shows only
relevant relationships. The
first use of "
Eulerian circles" is
commonly attributed to
Swiss mathematician Leonhard Euler (1707–1783)...
- have even degree. All
Eulerian circuits are also
Eulerian paths, but not all
Eulerian paths are
Eulerian circuits. Euler's work was
presented to the St...
-
integral graph—a
graph whose spectrum consists entirely of integers. An
Eulerian subgraph of a
graph G {\displaystyle G} is a
subgraph consisting of a subset...
- In mathematics,
there are two
types of
Euler integral: The
Euler integral of the
first kind is the beta
function B ( z 1 , z 2 ) = ∫ 0 1 t z 1 − 1 ( 1...
- In
scientific visualization, Lagrangian–
Eulerian advection is a
technique mainly used for the
visualization of
unsteady flows. The
computer graphics generated...
- mathematics, the BEST
theorem gives a
product formula for the
number of
Eulerian circuits in
directed (oriented) graphs. The name is an
acronym of the names...
