「Geometry」の共起表現(1語右で並び替え)3ページ目

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「Geometry」の共起表現一覧(1語右で並び替え)3ページ目

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It has	geometry Conformal Adaptive Binary-Tree mesh generatio
This	geometry conforms with the predictions of VSEPR theory
W(CO)6 adopts an octahedral	geometry consisting of six rod-like CO ligands radiati
work with an emphasis on order, the spirit of	geometry, construction and invention.
n the MathNotations international high school	geometry contest.
follow straight lines; the new discipline of	geometry could thus make predictions and solve problem
ry, infinitesimal neighbourhoods in algebraic	geometry could be defined routinely for an algebraic v
essor Severi in Rome to explore how algebraic	geometry could be integrated into the theory of functi
A bibliography for systoles in hyperbolic	geometry currently numbers forty articles.
The active site Ni	geometry cycles from square planar Ni(II), with thiola
A geodatabase record can use a	geometry data type to represent the location of an obj
Furthermore the cars	geometry deforms through collisions, again effecting t
In	geometry, Dehn constructed two examples of planes, a s
, Containing the Principles of Arithmetic and	Geometry Demonstrated in a Short and Easie Method ...
Helly's theorem is a basic result in discrete	geometry describing the ways that convex sets may inte
A supersonic airfoil is a cross-section	geometry designed to generate lift efficiently at supe
worked in differential topology, differential	geometry, differential equations, topological dynamica
He has published on algebraic	geometry, differential geometry, geometric function th
Part design and	geometry directly affect the castability, with volume,
nd systems, especially in the engineering and	geometry domain.
ding automata theory, combinatorics, discrete	geometry, dynamical systems, group theory, harmonic an
was known for his rediscovery and teaching of	geometry, earning his reputation when he made the firs
A chemical structure includes molecular	geometry, electronic structure and crystal structure o
e was involved in the design of the pipelined	Geometry Engine that undertook 3D graphical transforma
Initial systems were based on the	Geometry Engine that Clark and Marc Hannah had develop
The	Geometry Engine was the first very-large-scale integra
In	geometry, equipollence is a certain relationship betwe
re areas of Algebra, Analysis, Noncommutative	geometry, Ergodic theory, Mathematical logic, Number t
m became a rather popular topic in elementary	geometry ever since with a somewhat regular publicatio
In Euclidean	geometry, every triangle has two isodynamic points, us
A similar phenomenon occurs in hyperbolic	geometry, except that the sum of the angles of a trian
veys into the level of skill in astronomy and	geometry existed in neolithic Britain.
Java	Geometry Expert is free under GNU General Public Licen
	Geometry Expert (GEX) is a Chinese software for dynami
There's a new Chinese version of	Geometry Expert, called MMP/Geometer.
In	geometry, facetting (also spelled faceting) is the pro
vited to present this work at the prestigious	Geometry Festival in 2009.
Analytic	Geometry, First Course, Teubner, 1972.
In	geometry, flexagons are flat models, usually construct
His research interest is algebraic	geometry, focussing on properties of derived categorie
In convex	geometry, Folkman worked with his RAND colleague Lloyd
f equiconsistency of hyperbolic and Euclidean	geometry for any dimension.
odeling of M dwarfs suggests that the coronal	geometry for low-mass dwarfs is dominated by relativel
lled pi* orbital, back bonding prefers a bent	geometry for the heme-NO complex.
ium is octa-coordinated, which is an uncommon	geometry for this metal.
the three carbons is 180°, indicating linear	geometry for the carbons of allene.
r the theoretical neuromorphology, along with	geometry for metrical parameters, are the set theory,
AGF Text - Autodesk	Geometry Format - An extension to OGC's Standard (at t
udy of academic collaborations in enumerative	geometry found that he was not only the most prolific
His work covers a whole range of modern	geometry, from the classical theory of surfaces, to th
The software imports 3-D	geometry from CAD data in the form of STL files .
Table of	Geometry, from the 1728 Cyclopaedia.
our signal from the off-air recording and the	geometry from the film recording, were included as a b
He was Lowndean Professor of Astronomy and	Geometry from 1990 to 1999.
ue for reconstructing two-dimensional surface	geometry from an unstructured point cloud.
the elevator platform and to prevent certain	geometry from not only deflecting due to gravity, but
96, a highways project was started to capture	geometry, geo-location, services, and navigation attri
on the context in which it is used (aviation,	geometry, geographical survey, sport, and more).
hers from all over Europe and made courses in	geometry, geography, hydrography, and horology.
In analytic	geometry, geometric notions such as distance and angle
and applied mathematics and worked on Finsler	geometry, geometry of solvmanifolds and nilmanifolds,
was the Opuscula Mathematica which dealt with	geometry, gravity and arithmetic.
	Geometry guy 16:50, 21 March 2007 (UTC)
Thank you,	Geometry guy.
em, the graph isomorphism problem, projective	geometry, Hamiltonian cycles, planarity, graph embeddi
Fractal	geometry has been used to model the branching patterns
The leading direction in noncommutative	geometry has been laid by French mathematician Alain C
Differential	geometry has been of increasing importance to mathemat
incidence matrix in combinatorics and finite	geometry has ones to indicate incidence between points
well-known Connes approach to noncommutative	geometry has not been applied so much here and the cur
In	geometry, he enumerated and published a list of 25 con
A striking feature of the noncommutative	geometry here is that the smallest covariant quantum d
Besides	geometry, Hipparchus also used arithmetic techniques d
Influenced by Euclidean	geometry, his larger works are created from aluminum o
g, he studied theology, rhetoric, philosophy,	geometry, history, geography, and Latin at Wittenberg
1951 Introductory calculus, with analytic	geometry, Holt, Rinehart and Winston, revised edition
ential dependence on time makes the spacetime	geometry identical to the de Sitter Universe, and only
In computational	geometry if a function is unimodal it permits the desi
owing great skill as a calculator, publishing	Geometry Improved and logarithmic tables.
general relativity, describing the spacetime	geometry in the region surrounding a charged, rotating
Computational	Geometry in C (1998) ISBN 0521649765
Survey of	Geometry in 2 vols, 2nd ed.
partial differential equations and Riemannian	geometry, in particular contributions to the theory of
medes Geo3D is a software package for dynamic	geometry in three dimensions.
t Turkish and even wrote a book on coordinate	geometry in that language.
e was a champion of the classical approach to	geometry, in a period when the tendency was to approac
This form of variable	geometry in intergovernmental cooperation has not been
analysis of the appearance of non-commutative	geometry in theories containing open strings, and an i
le, it is possible to slice the Schwarzschild	geometry in such a way that there is no apparent horiz
The first book discussed	geometry in brief, and gnomonics at great length.
ed for its research in the field of algebraic	geometry, in particular in the area of moduli bundles.
or surveyor to survey or capture a building's	geometry in real time or while on site by translating
ed him to study various aspects of arithmetic	geometry: in particular, he and his collaborators have
uire multiple attachment by C1q with critical	geometry in order to achieve the necessary avidity.
d by Isaak Yaglom when describing Minkowskian	geometry in the conclusion of his book A Simple Non-Eu
es Colubri and R. Stephen Berry: "Topology to	Geometry in protein folding: beta-lactoglobulin", PROC
Contrast this with Euclidean	geometry, in which a line has one parallel through a g
ide, a special instance of the description of	geometry in terms of linear algebra (using rational me
discovery of the Fano plane, a non-Euclidean	geometry in which the diagonal points of a complete qu
ds out of Nothing; a course on the history of	geometry in the 19th century
He is known for his work in arithmetic	geometry, in particular on elliptic curves in characte
ds of proof are quite different and algebraic	geometry includes also geometry in finite characterist
of number theory, combinatorics and discrete	geometry, including graph theory.
an computational techniques in arithmetic and	geometry, including the Moscow Papyrus, the most impor
in Algebra, Arithmetic, Astronomy, Calculus,	Geometry, Infinite Series and Linguistics.
ent can include transformations to affect the	geometry inside the subroutine.
Most existing arrays use a planar	geometry instead, and Labeyrie's hypertelescope will u
st to propose the idea of uniting algebra and	geometry into a single subject and invented an algebra
Likewise the	geometry involved in step 2 results in sketch d: two r
It's molecular	geometry is a tetrahedral.
Solid	Geometry is a 2002 short TV film directed by Denis Law
rami also showed that n-dimensional Euclidean	geometry is realized on a horosphere of the (n + 1)-di
Ordered	geometry is a form of geometry featuring the concept o
Cabri	Geometry is a commercial interactive geometry software
The flat top of the peak in Bragg	geometry is the so-called Darwin Plateau.
Analytic	geometry is essentially equivalent to real and complex
Grassmann then showed that once	geometry is put into the algebraic form he advocated,
The Lowndean chair of Astronomy and	Geometry is one of the two major Professorships in Ast
	Geometry is one of the main branches of mathematics an
Its molecular	geometry is approximately tetrahedral like ammonia.
culus, an axiomatic treatment of differential	geometry is built via sheaf theory and sheaf cohomolog
r machined from a solid block of foam; if the	geometry is simple enough it can even be cut using a h
The Pitot theorem of plane	geometry is named after him.
By examples, an example of	geometry is Riemannian geometry, while an example of t
ension of an algebraic variety V in algebraic	geometry is defined, informally speaking, as the numbe
It has also been shown that the loop quantum	geometry is non-commutative.
For this reason, the metric of a warped	geometry is often called a warped product metric.
When more than two forces are involved, the	geometry is no longer parallelogrammatic, but the same
d 10,11.On the other hand, if the diffraction	geometry is insensitive to strain, such as in GISAXS,
Linear coordination	geometry is typically adopted by gold(I) compounds, su
This	geometry is achieved by forming a polymer wherein half
The roof's	geometry is irregular, featuring curves and counter-cu
Once the	geometry is determined, the paths of particles and lig
The conceptually simplest	geometry is that of a parallel beam of electrons incid
state wavefunction for H2 at the equilibrium	geometry is dominated by the configuration (φ1)2, whic
xicab metric) of the unit disk in the taxicab	geometry is 8.
Contemporary differential	geometry is intrinsic, meaning that the spaces it cons
The molecular	geometry is generally octahedral, though it is sometim
Turbo System (MTS) turbine with variable vane	geometry, is electronically controlled.
tures with large-scale dipolar or quadrapolar	geometry is negligible.
The Professor of	Geometry is always appointed by the City of London Cor
ructures such as towers where the hyperboloid	geometry's structural strength is used to support an o
In theoretical physics, quantum	geometry is the set of new mathematical concepts gener
vature, R, this so-called 'crossed cylinders'	geometry is mathematically equivalent to the interacti
ilitation lecture "On the hypotheses on which	geometry is based" (1854; published posthumously durin
ion shaders transform the entire space that a	geometry is defined in.
local quantity which is used to describe the	geometry is itself a local dynamical field, with its o
e plane (points (x,y) with x and y finite), a	geometry is obtained in which the parallel postulate f
as been distributed each 2D slice of the part	geometry is fused by selectively applying the laser en
Ordered	geometry is a fundamental geometry forming a common fr
In mathematics affine	geometry is the study of geometric properties which re
is explained by the fact that two-dimensional	geometry is described in terms of the rotation group S
Some Nonlinear Problems in Riemannian	Geometry ISBN 3540607528
A Course in Differential	Geometry ISBN 082182709X
In the context of digital	geometry, isothetic polygons are practically axis-para
After a major suspension	geometry issue was resolved during the course of the B
considered as a properly intersected surface	geometry, it has the same topology as a triakis icosah
When one line crosses another in	geometry, it is said to cut that line.
However, with a careful choice of the	geometry, it is possible to create a negative dispersi
a	geometry: it is equipped with a metric and is flat.
In plane	geometry, Kepler-Bouwkamp constant is obtained as a li
tomation comprise information about topology,	geometry, kinematics and logic, where logic comprises
Quantum	Geometry, Kluwer 1992
his is the famous construction central to his	geometry, known now as a Riemannian metric.
stinctive appearance was due to its elemental	geometry, lacking composite elements.
ed acoustic desorption (LIAD) is transmission	geometry LDI with a metal film target.
es (1994, about Benoit Mandelbrod and Fractal	Geometry), Les Prairies de la Mer (1995, about Jacques
School in Niesky, Germany, most probably as a	geometry lesson or project.
ngdom and around the world in mathematics and	geometry lessons.
In Euclidean plane	geometry, Lester's theorem, named after June Lester, s
The spot size converter, while not of chiral	geometry, leverages the company's glass microfabricati
In projective	geometry, Levi graphs are a form of bipartite graph us
The name affine	geometry, like projective geometry and Euclidean geome
	Geometry Lover
indu Siddhantas and with the contributions to	geometry made by the astronomer mathematicians Aryabha
ulates variations and uncertainties in loads,	geometry, material behavior and other user-defined inp
, feed rate, cutting speed, tool material and	geometry, material of the work piece and other factors
its conjugation as well as its flat or planar	geometry, meaning that all the atoms lie in a single p
Gmsh contains 4 modules, for solving,	geometry, meshing, and post-processing.
In algebraic	geometry, Mnev's universality theorem is a result whic
JTS implements the	geometry model and API defined in the OpenGIS Consorti
	Geometry model
Also, the design incorporates special	geometry modifications that enhance the heat transfer
flat membrane surfaces to be used in dead-end	geometry modules.
sing number of carbon atoms in the frame, the	geometry more closely approximates a sphere, and the s
] of one who, having already practiced all of	geometry most diligently [...] and having studied Ptol
d a number of short films, including Vertical	Geometry, Moving Water, Liquid Air, and Digital Baba.
hen Birkhoff's theorem says that the exterior	geometry must be Schwarzschild; the only effect of the
This school offers these classes in	Geometry MYP, Biology MYP and IB, Humanities MYP and I
equality is a classical theorem in Riemannian	geometry, named after Richard L. Bishop and Mikhail Gr
Cauchy's theorem is a theorem in	geometry, named after Augustin Cauchy.
on the flow rate for a given stepped spillway	geometry: nappe, transition and skimming flow regimes
rks on perspective, conic sections, spherical	geometry, number theory and rigor.
sis, partial differential equations, integral	geometry, number theory) and in physics.
Elements of Algebra:	Geometry, Numbers, Equations,1994, ISBN 0387942904
text markup language for representing vector	geometry objects on a map, spatial reference systems o
Part II: The	Geometry of Retaliation.”
Affine	geometry of convex bodies, Wiley, 1998.
of Mechanisms and Motion (1949) and Kinematic	Geometry of Mechanisms (1978).
The	geometry of the hyperplanes can be treated by using th

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「Geometry」の共起表現(1語右で並び替え)3ページ目 - Weblio英語共起表現検索

「Geometry」の共起表現一覧(1語右で並び替え)3ページ目