「generalization」の共起表現一覧(1語右で並び替え)
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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. |
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