「Generalization」の共起表現(1語右で並び替え)

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「Generalization」の共起表現一覧(1語右で並び替え)

Generalization

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Thus generalization about bees is difficult.
This Soviet generalization and distortion, as well as the fact that i
They conclude that "a generalization as inaccurate as Dalin's will not bear scr
This generalization can be proved by comparing derivatives.
A generalization from trees to arbitrary graphs is given by
This generalization had been hinted at in earlier work by othe
The concept of generalization has broad application in many related disc
Included are generalization hierarchies between thematic classes, aggr
cation is necessary to determine whether a generalization holds true for any given situation.
erty of being atomic) provides an abstract generalization in the context of order theory of the abil
isadvantages for between-group designs are generalization, individual variability and environmental
A major exception to this generalization is arsenic contamination of groundwater, a
Generalization is meant to be context-specific.
spaces for quantum computation", and their generalization, noiseless subsystems.
l physics, massive gravity is a particular generalization of general relativity studied by Hendrik v
y Leonard Susskind around 1967 as a direct generalization of the world line concept for a point part
uchy-Schwarz inequality, which is itself a generalization of the triangle inequality.
Antony Valentini has proposed a generalization of quantum theory that allows a kind of no
1903, or as the Takagi-Landsberg curve, a generalization of the curve.
s a hypertree, hypertrees may be seen as a generalization of the notion of a tree for hypergraphs.
It is a generalization of the topological concept of linking numb
It is a generalization of the rule for the sum of variances of in
an appropriate generalization of the notion of signature to be able to h
disconnectedness in ancestral graphs and a generalization of d-separation for directed acyclic graph
is attack and CAS could be considered as a generalization of this attack method.
l geometry, the notion of centerpoint is a generalization of the median to data in higher-dimensiona
ic, which describes the higher dimensional generalization of the Kerr metric.
theoretical physics, braid statistics is a generalization of the statistics of bosons and fermions b
Tutte also conjectured a generalization of the snark theorem to arbitrary graphs:
where “cofinal subnet” is the appropriate generalization of “subsequence”.
raic are called Stone fields and provide a generalization of the Stone representation of Boolean alg
Bucket sort can be seen as a generalization of counting sort; in fact, if each bucket
ften referred to as Lovelock gravity) is a generalization of Einstein's theory of general relativity
for the area of a cyclic quadrilateral (a generalization of Heron's formula), as well as a complete
It can also be viewed as a generalization of the circle packing theorem, which shows
Panconnected graphs and are also a generalization of Hamiltonian-connected graphs (graphs th
alization of concept B, and concept B is a generalization of concept D. For instance, a "fruit" is a
elation algebras as a finitely axiomatized generalization of the binary relation example, but there
It can be regarded as a generalization of the Bethe Peierls iterative method in t
The target space (a term used for a generalization of space-time) is four dimensional, but ei
paradigm (Co-LP for brevity) "is a natural generalization of logic programming and coinductive logic
common topic model currently in use, is a generalization of PLSI developed by David Blei, Andrew Ng
So-called Rayleigh-Gans scattering, a generalization of Rayleigh scattering, assumes that the s
introduced by James K. Baker in 1979 as a generalization of the forward-backward algorithm for para
graphs were introduced as a combinatorial generalization of distance-transitive graphs, having the
analysis, principal geodesic analysis is a generalization of principal component analysis to a non-E
ensity functional theory (LDFT) based on a generalization of the Ono-Kondo equations to three-dimens
cs, the Twisted Hessian curve represents a generalization of Hessian curves; it was introduced in el
One generalization of star coloring is the closely-related co
GiST is a generalization of the B+ tree, providing a concurrent and
ltidimensional Chebyshev's inequality is a generalization of Chebyshev's inequality, which puts a bo
Power Graphs are not another generalization of graphs, but instead a novel representat
ation, which would later conclude with the generalization of an anti-Soviet uprising in August 1924.
raic curves, may be seen as a higher genus generalization of the relation between elliptic integrals
such that Y" is interpreted as a universal generalization of the material conditional "if anything i
d much of the theory of biased graphs is a generalization of that of gain graphs), the reader should
ensional matchings can be interpreted as a generalization of matchings to hypergraphs: the sets X, Y
n-Infeld theory can be seen as a covariant generalization of Mie's theory, and very close to Einstei
of a broad class of stellar systems; and a generalization of Jeans's theorem to non-integrable syste
Linear spaces can be seen as a generalization of projective and affine planes, and more
esign and synthesis was recognized to be a generalization of relational query optimization, where qu
980s, a decade after Lovelock proposed his generalization of the Einstein tensor, the physicists beg
el Prize in Physics for his discovery of a generalization of superconductivity called “Animalu's Iso
Sketch (mathematics), a generalization of algebraic theory.
It is a generalization of microwave.
1958: Buchdahl ssspf, a relativistic generalization of a Newtonian polytrope,
The Fibonacci polynomials are another generalization of Fibonacci numbers.
A generalization of pointer analysis is shape analysis.
A hidden Markov random field is a generalization of a hidden Markov model.
This is a generalization of Heron's formula for the area of a trian
The multi-dimensional generalization of the octant is the orthant, also called
nifolds, Fermi-Walker differentiation is a generalization of covariant differentiation.
he incidence matrix of a signed graph is a generalization of the oriented incidence matrix.
The higher-dimensional generalization of the Kerr metric was discovered by Myers
context, directed subsets again provide a generalization of convergent sequences.
The Tversky index can be seen as a generalization of Dice's coefficient and Tanimoto coeffic
truncated differential cryptanalysis is a generalization of differential cryptanalysis, an attack a
"A Generalization of the prolate spheroidal wave functions,”
The review included her generalization of Stokes' theorem to nonsmooth domains.
Liouville's formula is a generalization of Abel's identity and can be used to prov
For M-symmetry, the generalization of modularity in terms of modular pairs, s
It is a natural generalization of linear adaptive filtering in reproducin
ry metric describes the higher dimensional generalization of the Kerr metric.
st type of matching polynomial is a direct generalization of the rook polynomial.
For another generalization of the median to higher dimensions, see ge
It is is a non-static generalization of the Schwarzschild metric.
Since the Hurwitz zeta function is a generalization of the Riemann zeta function, we have
physics, fractional quantum mechanics is a generalization of standard quantum mechanics.
The Shimura-Taniyama-Weil conjecture, a generalization of Fermat's last theorem.
Steinitz's vectorial generalization of the Riemann series theorem on the rearr
Dissertation: "A Generalization of Newton's Method with an Application to
lman-Rota inequality, introduced by , is a generalization of the Landau inequality to Banach spaces.
raph theory, a 3-dimensional matching is a generalization of bipartite matching (a.k.a.
ced in 1901 by Heike Kamerlingh Onnes as a generalization of the ideal gas law.
rtant families of polyhedra"), the natural generalization of orthogonal polygons to 3D.
A generalization of this idea, that the state is supreme in
It is a generalization of the well-known master theorem, which as
s on fractals or calculus on fractals is a generalization of calculus on smooth manifolds to calculu
wrap probably comes from California, as a generalization of the Tex-Mex burrito, and became popular
athematics, topological degree theory is a generalization of the winding number of a curve in the co
Another generalization of Heron's formula to polygons inscribed i
This offers a motivation for a generalization of description logic towards dealing with
It is a generalization of the marriage theorem and is a special c
It can be seen as a generalization of either resolution (to equational logic)
Hypergraphs are a generalization of graphs in which edges are not just coup
In theoretical physics orientifold is a generalization of the notion of orbifold, proposed by Aug
ause of many applications and as a natural generalization of recognition problems.
Since d'Alembert's equation is the generalization of Laplace's equation to space-time, its s
This was addressed by a generalization published in 1995 by W. R. Stoeger, Roy Ma
ions, thereby making it possible to define generalization relationships to other classifiers.
The full generalization rule allows for hypotheses to the left of
system of first-order predicate logic, the generalization rules
e powertype is now indicated by typing the generalization set.
Its generalization, stated first, is in
ing; use of unit lemmas; instantiation and generalization strategies; finite model checking; extensi
Instead, that honor probably goes to his generalization that certain molecular groupings, or funct
The analysis and concept was a generalization that focuses on a region, not a sharp boun
A recent generalization that incorporates population structure is
lly relevant data for backing and implicit generalization, there is no guarantee that the generaliza
inkowski 1896) applied to convex sets; the generalization to compact nonconvex sets stated here is d
A further generalization to arbitrary composite sizes is a mixed-ra
The generalization to partial orders was introduced by .
Its generalization to n-dimensional Euclidean spaces is known
Its generalization with a 5th variable component of the metri
nts then show up, proving Simon's previous generalization wrong.