「HYPERBOLIC」の共起表現一覧(1語右で並び替え)
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The Gudermannian function, or | hyperbolic amplitude, is named after him. |
nally, he looked into theoretical aspects of | hyperbolic and singular partial differential equations |
These examples were actually | hyperbolic and motivated his next revolutionary theorem |
In terms of style, Ohlmark's prose is | hyperbolic and laden with poetic archaisms even where t |
gave an abstract proof of equiconsistency of | hyperbolic and Euclidean geometry for any dimension. |
erms, such as the code; his writing style is | hyperbolic and declarative, often lacking sustained, sy |
or any finitely presented group either it is | hyperbolic and satisfies a linear isoperimetric inequal |
This parameter is | hyperbolic angle, being the argument of the hyperbolic |
supersymmetric dark matter, discovery of the | hyperbolic branch of radiative breaking of the electrow |
C/2007 F1 (LONEOS) is a | hyperbolic comet discovered on March 19, 2007 as part a |
ch 2014-Jan-01 eccentricity of 1.00067, this | hyperbolic comet is going to be ejected from the Solar |
C/2000 U5 is one of the most | hyperbolic comets known and will leave the solar system |
dynamics and shock waves, solitonic physics, | hyperbolic conservation laws, and mathematical and scie |
is either Euclidean or spherical rather than | hyperbolic; conversely, any of the numbers can be incre |
The use of a | hyperbolic cooling tower at the station has been mistak |
However there are 4 noncompact | hyperbolic Coxeter groups of rank 9, each generating un |
There are no compact | hyperbolic Coxeter groups of rank 9, groups that can ge |
However there are 3 noncompact | hyperbolic Coxeter groups of rank 9, each generating un |
There are no compact | hyperbolic Coxeter groups of rank 10, groups that can g |
However there are 12 noncompact | hyperbolic Coxeter groups of rank 6, each generating un |
There are no compact | hyperbolic Coxeter groups of rank 6, groups that can ge |
IFF | hyperbolic crochet cacti and kelp at the LA County Fair |
ion and multi-scaling methods, and nonlinear | hyperbolic differential equations. |
n distance this diagram is also known as the | hyperbolic Dirichlet tessellation and its edges are hyp |
m, Connectionist systems or neural networks, | hyperbolic discounting, foraging, errorless learning, l |
The | hyperbolic distortion must be corrected in ordered to a |
ings, the central one being polygonal with a | hyperbolic dome, and the other two smaller and cubic. |
In the case of | hyperbolic dynamics, the corresponding notion is that o |
scheme for solving Euler equations and other | hyperbolic equations which occur in gasdynamics, aerody |
nuous spectrum, scattering theory, symmetric | hyperbolic equations. |
ecially in the study of dynamical systems, a | hyperbolic equilibrium point or hyperbolic fixed point |
bly need to surpass 200 AU from the Sun in a | hyperbolic escape orbit. |
The | hyperbolic excess velocity is related to the specific o |
nd p is a fixed point then p is said to be a | hyperbolic fixed point when the differential DT(p) has |
neers' annual meeting, she showed the use of | hyperbolic functions for calculating the maximum power |
(1944) "The special theory of relativity in | hyperbolic functions", Reviews of Modern Physics 16:33- |
is measured by rapidity, and calculated with | hyperbolic functions. |
Lambert in the 1760s at the same time as the | hyperbolic functions. |
C L Epstein, The | hyperbolic Gauss map and quasiconformal reflections. |
Angle deficit is defined similarly in | hyperbolic geometry and is likewise proportional to are |
A bibliography for systoles in | hyperbolic geometry currently numbers forty articles. |
amework for affine, Euclidean, absolute, and | hyperbolic geometry (but not for projective geometry). |
A similar phenomenon occurs in | hyperbolic geometry, except that the sum of the angles |
has one parallel through a given point, and | hyperbolic geometry, in which a line has two parallels |
defines the angle of parallelism function in | hyperbolic geometry. |
ferent geometries: Euclidean, elliptical and | hyperbolic geometry. |
fact it is known as the hyperboloid model of | hyperbolic geometry. |
angle sum of less than 180 degrees imply the | Hyperbolic geometry. |
but triangle centers can also be studied in | hyperbolic geometry. |
ght come from seemingly illogical aspects of | hyperbolic geometry. |
ion theory and its generalizations, (Gromov) | hyperbolic group theory, Bass-Serre theory and the acti |
ile will detect its position relative to the | hyperbolic guidance path by phase comparison of modulat |
The regular | hyperbolic honeycombs thus include two with four or fiv |
th non-empty boundary is said to be globally | hyperbolic if its interior, as a manifold in its own ri |
al physics, a spacetime manifold is globally | hyperbolic if it satisfies a condition related to its c |
Blessed Excess: Religion and the | Hyperbolic Imagination (SUNY Series in Rhetoric and The |
the first system to use pulse techniques and | hyperbolic intersections for position finding". |
ror symmetry, arithmetic of quadratic forms, | Hyperbolic Kac-Moody algebras. |
defined a variety of geometric invariants of | hyperbolic links and hyperbolic 3-manifolds in general. |
r working with volumes of special classes of | hyperbolic links. |
The Decca Navigator System was a | hyperbolic low frequency radio navigation system (also |
is "sixth order aspheric" - somewhat like a | hyperbolic mirror but able to be manufactured using mas |
oved that the Gromov norm of a finite volume | hyperbolic n-manifold is proportional to the hyperbolic |
The water was cooled using four | hyperbolic natural draft cooling towers. |
inforced concrete and were of the typically, | hyperbolic, natural-draft design. |
In other words, Godwin put forth the | hyperbolic observation that, given enough time, in any |
Θ is the angle between the asymptotes of the | hyperbolic orbit of the small object relative to the la |
e aerocapture maneuvers, since they turned a | hyperbolic orbit into an elliptical orbit. |
paceship going to infinity in a parabolic or | hyperbolic orbit, is most practical in an Earth orbit. |
bodies such as comets with parabolic or even | hyperbolic orbits are possible under the Newtonian theo |
which are known as | hyperbolic, parabolic, and elliptic evolutions respecti |
This is a | hyperbolic paraboloid that opens up along the x-axis an |
time of its construction (1959) the largest | hyperbolic paraboloid structure on earth. |
vered, wedge-shaped canopy (referred to as a | hyperbolic paraboloid on a historic marker mounted on t |
The building was described as having a ' | hyperbolic paraboloid' form; the design is similar to t |
The | hyperbolic paraboloid, when parametrized as |
Its aluminium roof is the shape of a | hyperbolic paraboloid, and the building has a hexagonal |
n, which had no flat surfaces but rather the | hyperbolic paraboloids of his musical masses and swells |
Hyperbolic paraboloids, such as saddle roofs | |
09 for "his work on the rigorous analysis of | hyperbolic partial differential equations in general re |
A tiling of the | hyperbolic plane |
(The sequence progresses into tilings the | hyperbolic plane to any n.) |
an infinite number of uniform tilings on the | hyperbolic plane based on the (p q r) where 1/p + 1/q + |
lines in the plane, and continuing into the | hyperbolic plane for any |
Other quasiregular tilings exist on the | hyperbolic plane, like the triheptagonal tiling, (3.7)2 |
agonal tiling is a semiregular tiling of the | hyperbolic plane, representing a rectified Order-3 hept |
heptagonal tiling is a regular tiling of the | hyperbolic plane. |
r-5 square tiling is a regular tiling of the | hyperbolic plane. |
agonal tiling is a semiregular tiling of the | hyperbolic plane. |
f polyhedra and continue into tilings of the | hyperbolic plane. |
in the Euclidean plane, and the rest in the | hyperbolic plane. |
The IFF's collection of crocheted | hyperbolic planes, in imitation of a coral reef. |
nning trap mass spectrometer consisting of a | hyperbolic precision Penning trap located inside a supe |
Rhetorical or | hyperbolic references to a Second American Revolution h |
l angle depends on the size of the figure; a | hyperbolic regular dodecahedron can be made with dihedr |
It had three large | hyperbolic reinforced concrete cooling towers and three |
e ergodicity of horocycle flows on a compact | hyperbolic Riemann surfaces in the early 1970s. |
This is the smallest | hyperbolic Schwarz triangle, and thus, by the proof of |
This is the smallest | hyperbolic Schwarz triangle, and thus, by the proof of |
It also appears in connection with the | hyperbolic secant distribution. |
s most usual configuration, a 1.00 m (39 in) | hyperbolic secondary mirror made of Zerodur is used to |
These columns, having | hyperbolic section and weighing 90 t, represent two han |
ile attempting to calculate the area under a | hyperbolic segment. |
ated heptagonal tiling, sometimes called the | hyperbolic soccerball, is a semiregular tiling of the h |
A dodecahedral honeycomb in | hyperbolic space |
Margaret Wertheim A Field Guide to | Hyperbolic Space (2005) |
Analytical and geometric aspects of | hyperbolic space (Coventry/Durham, 1984), 113-253, Lond |
The | hyperbolic space of velocities in Minkowski spacetime r |
However in | hyperbolic space a properly scaled dodecahedron can be |
eld guide" series such as The Field Guide to | Hyperbolic Space and the Field Guide to the Business Ca |
.B.A. Epstein and A. Marden, Convex hulls in | hyperbolic space, a theorem of Sullivan, and measured p |
d to have models, such as the Klein model of | hyperbolic space, relating to projective geometry. |
d on a horosphere of the (n + 1)-dimensional | hyperbolic space, so the logical relation between consi |
mensional Euclidean space, and n-dimensional | hyperbolic space. |
Summarized, a globally | hyperbolic spacetime is a spacetime on which everything |
It is a hyperboloid structure ( | hyperbolic steel gridshell). |
erent, more explicit means of exhibiting the | hyperbolic structure of the figure eight knot complemen |
William Thurston, | Hyperbolic structures on 3-manifolds. |
, John W.; Shalen, Peter B. Degenerations of | hyperbolic structures. |
bolic dynamics to be applied to the study of | hyperbolic systems. |
decomposed as the union of two regular ideal | hyperbolic tetrahedra whose hyperbolic structures match |
resting things along the Avenue" or whatever | hyperbolic thing it was before). |
This | hyperbolic tiling is topologically related as a part of |
bille, to distringuish it from other similar | hyperbolic tilings, like 3-7 kisrhombille. |
It might be | hyperbolic to say that the diagrams take hours to decod |
n the national news media as a result of its | hyperbolic tone, and was condemned by leaders of both m |
The broch probably had a conical or mildly | hyperbolic top, and has the remains of a settlement sur |
al eccentricity, which is greater than 1 for | hyperbolic trajectories. |
Comet C/2006 M4 is in a | hyperbolic trajectory (with an osculating eccentricity |
On an Earth to Mars transfer, a | hyperbolic trajectory is required to escape from the gr |
eccentricity greater than 1, keeping it on a | hyperbolic trajectory that will eject it from the solar |
cecraft, arriving at a celestial body with a | hyperbolic trajectory, in order to bring it in an orbit |
tering the planetary region, C/2007 W1 had a | hyperbolic trajectory. |
the defect of a | hyperbolic triangle; |
ce PostScript defaults to using degrees) and | hyperbolic trigonometric functions. |
From a Wythoff construction there are eight | hyperbolic uniform tilings that can be based from the r |
ston also used the Gromov norm to prove that | hyperbolic volume decreases under hyperbolic Dehn surge |
A | hyperbolic von Dyck group is a Fuchsian group, a discre |
Exponential/Log, Power Series, Sigmoidal, | Hyperbolic, Yield Density, Linear, Polynomial, Dose Res |
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