「Euler」の共起表現(1語右で並び替え)

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共起表現

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In classical mechanics, the	Euler acceleration (named for Leonhard Euler), also
In classical mechanics, the	Euler acceleration (named for Leonhard Euler), also
was the great-great-great grandson of Leonhard	Euler and father of Ulf von Euler, who was awarded t
ed on the observations of Helmuth Kulenkampff,	Euler and Heisenberg were able to calculate an impro
son decay, and this then enabled Hans Heinrich	Euler and Werner Heisenberg to calculate an improved
red gradually by Daniel Bernoulli and Leonhard	Euler and Patrick d'Arcy; d'Arcy's version of the pr
ost noted for his correspondence with Leibniz,	Euler, and Bernoulli, especially in his 1742 letter
visualization of a rotation represented by an	Euler axis and angle.
oretical physicist Gabriele Veneziano that the	Euler beta function, when interpreted as a scatterin
athematical Association of America's inaugural	Euler Book Prize.
Portrait of Leonhard	Euler by Jakob Emanuel Handmann (1753)
He was invited through the Swiss Leonard	Euler Center of the European Research Community of F
ojective polyhedron, as can be verified by its	Euler characteristic and visually obvious connection
table, and the only uniform polyhedron with an	Euler characteristic of zero (a topological torus).
e a few motivations for defining a generalized	Euler characteristic for such a space that turns out
In this setting, the	Euler characteristic of a finite group or monoid G i
generally, for a ramified covering space, the	Euler characteristic of the cover can be computed fr
unique as the only uniform polyhedron with an	Euler characteristic of 1 and is hence a projective
c Gauss-Bonnet term (i.e. the four-dimensional	Euler characteristic extended to D dimensions), it i
ints on the equator; because this manifold has	Euler characteristic zero, we may choose a continuou
rder 2. Tom Leinster gives a definition of the	Euler characteristic of any category which bypasses
Care has to be taken to use the correct	Euler characteristic for the polyhedron.
In modern mathematics, the	Euler characteristic arises from homology and connec
where χ(K) denotes	Euler characteristic of K and any field F.
In this sense the	Euler characteristic of Z2 is itself 1⁄2.
be further generalized by defining a Q-valued	Euler characteristic for certain finite categories,
generally exactly one cell of every dimension,	Euler's formula V − E + F − · · · for the Euler char
where χ(X) is the	Euler characteristic of X, i.e., the Lefschetz numbe
related to topological invariants, such as the	Euler characteristic.
mination of simple reflexible maps of positive	Euler characteristic: the sphere and the projective
1824 he developed a new method to compute the	Euler constant numerically.
ests to willing students, akin to the national	Euler Contest (7th grade) and Pythagoras Contest (6t
	Euler correctly conjectured there was no solution to
roof of the famous conjecture made by Leonhard	Euler dated 1782 that there do not exist two mutuall
A	Euler diagram showing where Traditional Chinese char
resented in a Venn diagram or Karnaugh Map the	Euler diagram's syllogism "No Y is Z, All X is Y" fi
scribed by the intersection of contours in the	Euler diagram.
e following conjunctions are apparent from the	Euler diagram.
This article is about the extension of	Euler diagrams.
	Euler died in a reconnaissance flight over the Sea o
onservative shock-capturing scheme for solving	Euler equations and other hyperbolic equations which
and the	Euler force
Using the	Euler formula for hinged ends, and substituting A·r2
in retrospect, an easy corollary of the later	Euler formula for the sine function.
e watches named after Charlie Parker, Leonhard	Euler, Frank Sinatra and Bob Dylan.
The non-orientable genus, demigenus, or	Euler genus of a connected, non-orientable closed su
ts, in which Hermann Zapf reshaped many of the	Euler glyphs, with implementation and assistance fro
	Euler has a lot of similarity to Matlab and its free
ant person in history because she invented the	Euler htheorem/ equation or helped?
Leonhard	Euler in 1747 had suggested that achromatism might b
enting tonal space first described by Leonhard	Euler in 1739.
ved at by Jean le Rond d'Alembert and Leonhard	Euler in their researches on the same subject.
Polar sines were investigated by	Euler in the 18th century.
is a mathematical puzzle proposed by Leonhard	Euler in 1782.
was found and proved to be minimal by Leonhard	Euler in 1744.
puzzle mathematicians until solved by Leonhard	Euler in 1731.
Leonhard	Euler introduces the symbol i to represent the squar
	Euler invents the tonnetz (German for "tone-network"
2002	Euler is an asteroid named after the Swiss mathemati
Medicine - Bernard Katz, Ulf von	Euler, Julius Axelrod
ory obtained by mathematicians such as Fermat,	Euler, Lagrange and Legendre and adds important new
The lineage is:	Euler, Lagrange, Fourier, Dirichlet, Lipschitz, Klei
Other notable points that lie on the	Euler line are the de Longchamps point, the Schiffle
rilinear coordinates; then an equation for the	Euler line is
The	Euler line is its own complement, and therefore also
However, the incenter lies on the	Euler line only for isosceles triangles.
ffler point at the point of concurrence of the	Euler lines of the four triangles BCI, CAI, ABI, and
It was intended to accompany the	Euler mathematical font which it partners in Knuth's
e, additional functions are implemented in the	Euler matrix language, which is an interpreted progr
he Romanian Academy of Science (1966), and the	Euler Medal of the Institute of Combinatorics and it
named Colbourn as that year's winner of their	Euler Medal for lifetime achievements in combinatori
He was the 2005 recipient of the	Euler Medal for his contributions to combinatorics.
Prize in 1979 and is joint winner of the 2003	Euler Medal.
int recipient (with Stephen Milne) of the 2007	Euler Medal.
The ICA awards the	Euler Medals for distinguished career contributions
it is solved by multistep methods such as the	Euler method, midpoint method or Gragg's modified Mi
For "	Euler numbers" in number theory, see Euler number.
n fact be predicted; they are generated by the	Euler numbers En according to the asymptotic formula
rmutations on n letters and are related to the	Euler numbers and the Bernoulli numbers.
y spider diagram adds existential points to an	Euler or a Venn diagram.
An explicit formula for the	Euler polynomials is given by
iation of Operational Research in 1989 and the	Euler Prize in 1995.
The	Euler product attached to the Riemann zeta function
ncludes the proof of an estimate for a partial	Euler product associated to an elliptic curve, bound
theory of modular forms it is typical to have	Euler products with quadratic polynomials in the den
	Euler replied to Ehler and Kuhn in April of 1736 “Th
Leonhard	Euler solves the Basel problem, first posed by Pietr
Leonhard	Euler solves the general homogeneous linear ordinary
Sections from	Euler spirals are commonly incorporated into the sha
Norm of	Euler spline
e constructed some counterexamples (dubbed the	Euler spoilers) of order 22 using mathematical insig
This instrument was installed on the 1.2m	Euler Swiss Telescope at the ESO La Silla Observator
Echelle spectrograph mounted on the 1.2 meter	Euler Swiss Telescope located at La Silla Observator
September - Leonhard	Euler, Swiss mathematician and physicist (born 1707)
April 15 - Leonhard	Euler, Swiss mathematician (died 1783)
Leonhard	Euler Telescope in the foreground on right side, the
It operates the 1.2m Leonhard	Euler Telescope at La Silla.
scopes: the 1.54-m Danish Telescope, the 1.2-m	Euler Telescope, the Rapid Eye Mount Telescope and t
Leonhard	Euler Telescope, or Swiss 1.2-m Leonhard Euler Teles
In his book	Euler: The Master of Us All, he examines Leonhard Eu
It lies near the mid-point between the craters	Euler to the west and Lambert to the east.
For example, the Shanks transformation,	Euler transform or Van Wijngaarden transformation, w
The above triangular array is called the	Euler triangle or Euler's triangle, and it shares so
The AMS	Euler typeface is named after Leonhard Euler.
in the transformed sequence bn are called the	Euler up/down numbers.
valent to the more concise rotation vector, or	Euler vector representation.
An Eulerian trail, or	Euler walk in an undirected graph is a path that use
	Euler was the first physicist who was able to show t
First implemented in METAFONT, AMS	Euler was first used in the book Concrete Mathematic
also strengthened the necessary conditions of	Euler, Weierstrass, Legendre, and Jacobi into suffic
ow it's set, but when other fonts, such as AMS	Euler, were used by Knuth for the first time, new sp
A 19-year-old	Euler wins the prize with an essay written in 1726 a
Already in 1756	Euler, with support from Maupertuis, made an attempt
l growth, later developed by the Bernoulli and	Euler, with compound interest as a special case.

共起表現

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「Euler」の共起表現一覧(1語右で並び替え)