「Relativity」の共起表現(1語右で並び替え)

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「Relativity」の共起表現一覧(1語右で並び替え)

Relativity

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In general relativity, a lambdavacuum solution is an exact solutio
According to general relativity, a spinning massive body endowed with angula
In general relativity, a dust solution is an exact solution of the
particular differential geometry and general relativity, a warped geometry is a Riemannian or Lorent
According to Einstein's theory of relativity, a high-energy nucleus appears length contra
In general relativity, a fluid solution is an exact solution of th
In the theory of relativity, a null surface is a 3-surface whose normal
In general relativity, a black brane is a solution of the equation
In January 2009, Relativity acquired Rogue Pictures from Universal for r
While general relativity allows one to formulate the laws of physics
In general relativity, an apparent horizon is a surface that is th
In general relativity, an asymptotically flat vacuum solution mode
solute time is required; however, in general relativity, an object falling towards a black hole woul
le, the Planck scale, as there is in special relativity an unreachable speed, the speed of light.
In general relativity, an exact solution is a Lorentzian manifold
smology based on the fundamentals of general relativity, and wrote the book Theorien der Kosmologie.
dent of the International Society on General Relativity and Gravitation.
s a consequence of the postulates of special relativity, and the terms speed of light and invariant
than Krishnan [1993] - Scientist, Center for Relativity and The Weinberg Theory Group, Dept. of Phys
ing theory is an attempt to describe general relativity and quantum mechanics with a single mathemat
is described by Einstein's special theory of relativity, and in other relativistic models such as Ne
fferent areas of research, including general relativity and string theory tests, time and frequency
His field of study is General Relativity and Quantum Gravity, where he has contribute
ith the introduction of spacetime in general relativity and finally with the recognition of indeterm
It is equal to one for general relativity, and takes different values in other theorie
Bondi, in his book Relativity and Common Sense, first published in 1962, r
It was formed from members of the Relativity and Cosmology Group that had been set up by
ition to Albert Einstein's special theory of relativity and the protracted controversy that this pro
h the idea of a stationary ether and special relativity, and it contradicts the hypothesis of comple
iterature, politics, art history, semiotics, relativity and contemporary academic sociocultural theo
cal mechanics, quantum field theory, general relativity and cosmology, for the originality and the f
r 1200 pages, covers many aspects of General Relativity and also considers some extensions of it as
e series on Einstein, the history of special relativity and quantum mechanics and other public event
se ADG to avoid the singularities in general relativity and propose this as a route to quantum gravi
I, Brose became interested in the Theory of Relativity and translated some German text into English
General Relativity and Gravitation 31: 2001-2008.
In general relativity and other metric theories of gravity, the Sh
His specialties include general relativity and cosmology.
General relativity and special relativity are also considered t
a unification of quantum mechanics, special relativity, and the then-new concept of electron spin t
admit a spacetime interpretation in general relativity, and may have the wrong dimension as well.
Four lectures on relativity and space, McGraw-Hill book co.
ion for the book Cracking the Einstein Code: Relativity and the Birth of Black Hole Physics, for whi
2007 of the International Society on General Relativity and Gravitation
, he manages to complete his work on general relativity and on space being shaped by the presence of
ices of the International Society on General Relativity and Gravitation".
is relevant to Einstein's theory of general relativity, and potentially to other metric gravitation
gravitational mass under general theories of relativity, and to explain why an object's inertial mas
He exploits the theory of relativity and invents a kind of time traveling machine
in any case have nothing to do with general relativity, and need to be excluded.
that the common vacuum solutions in general relativity and in the Brans/Dicke theory are precisely
authored several academic papers on general relativity and quantum mechanics.
has now become a standard tool in numerical relativity and has been used to study the merger of bla
hazar, the four novels are an exploration of relativity and the notions of continuum and subject-obj
Center for Computational Relativity and Gravitation at the Rochester Institute o
accomplished teacher, covering both general relativity and quantum field theory.
ple, they help to curve the space in general relativity) and this modification - the back-reaction -
Fokker made several contributions to special relativity, and some less well-known contributions to g
In this way, general theories of relativity are supposed to also eliminate the strict di
Non-exact solutions in general relativity are solutions of Albert Einstein's field equ
omplete Lorentz transformation, like special relativity, are still valid.
Calculations using General Relativity are in much closer agreement with the astron
In other words, general relativity arises as an emergent property of matter fie
rd began a core campaign to label Einstein's Relativity as Jewish Physics.
e an essential part of the Special Theory of Relativity, as Albert Einstein published it in 1905.
n of naked singularities, and doubly special relativity, as a part of a program called loop quantum
of points defined in the context of general relativity as a closed surface on which outward-pointin
mologist, well known in the field of general relativity as the author, together with Rainer K. Sachs
berration of light in terms of the theory of relativity as illustrated on a cone and a pyramid", Jou
lower profile but he continued to publish on relativity, astronomical constants and time measurement
Nuovo Cimento B (1965-present): Focuses on relativity, astronomy, and mathematical physics.
tical physics, particle and nuclear physics, relativity, astrophysics and statistical physics.
cal physics and especially general theory of relativity, asymptotic flatness is the property of a ge
o Cattaneo on Hamiltonian methods in general relativity at the University of Rome.
has been professor for Cosmology and General Relativity at the University of Vienna.
fects of Albert Einstein's General theory of relativity because of how close it comes to the Sun.
rtial frames hold a special place in general relativity, because they are as close as we can get in
Many introductions to relativity begin with the concept of velocity and a der
In general relativity, Birkhoff's theorem states that any spherica
or of mathematics with a special interest in relativity, black holes, the positive energy theorem an
Of course, in general relativity, both the small and large objects mutually i
0.998 of the maximum spin allowed by general relativity, but never any farther; this is probably the
t pseudotensors are inappropriate in general relativity, but the divergence of the combined matter p
were first published in 1893, before general relativity, by Oliver Heaviside as a separate theory ex
an effect cannot actually be used to violate relativity by transmitting signals faster than the c, b
able by other means, such as testing general relativity by observing Mercury and providing a refined
of time in quantum field theory and general relativity by treating the quantum concept as the more
Often considered the "Bible" of General Relativity by researchers for its prominence, it is fre
ion experiment to test the theory of general relativity by measuring the bending of microwave radiat
nequality remains an open problem in general relativity, called the Penrose Conjecture.
Bernard F. (1985), A first course in general relativity, Cambridge University Press, ISBN 0-521-2770
In this form the action of general relativity can be written in the form of the Plebanski
His students in the theory of relativity class he taught in 1921-22 included Nikolaj
In relativity, COM frame exists for a massive system.
ong other areas, carried out work in general relativity, cosmology, twistor theory, quantum mechanic
d out on cosmological length scales, general relativity could conceivably be inaccurate.
This is none other an ordinary general relativity coupled to a real scalar field!
verse from nothing via the big bang, general relativity, dark matter, cosmic acceleration, quantum m
In the language of general relativity, de Sitter space is the maximally symmetric,
lsar to make high-precision tests of general relativity, demonstrating the existence of gravitationa
, Outline of Feynman Quantization of General Relativity; Derivation of Field Equations; Vanishing of
generally, a geometrical approach to general relativity describes the effect of gravity as a curvatu
of the Einstein-Maxwell equations in general relativity, describing the spacetime geometry in the re
esting idea in theory, the special theory of relativity dictates that the speed of light in a vacuum
standing of the famous twin paradox, special relativity did not predict unequal aging of twins, one
nstein's initial hopes in 1913-1916, general relativity does not clearly or fully validate a precise
ve been suggested, and the theory of general relativity does allow them in certain circumstances (fo
Relativity dropped the group in 2000, after which Shawn
In special and general relativity, dust is the name conventionally given to a
In general relativity Eddington-Finkelstein coordinates, named for
Einstein's relativity effects can be observed using the unique (as
, devoted to precise measurements of general relativity effects.
When constructing his general theory of relativity, Einstein took the result that an accelerate
By using saptabhanginaya the theory of relativity encompasses the truths about one system or t
proposal by Fred Cooperstock that in general relativity, energy only exists in regions of non-vanish
In special relativity, energy is closely connected to momentum.
ons of Einstein's field equations of general relativity, especially the Schwarzschild solution.
med that this is the first research paper on relativity ever published by a Latin American scientist
In General Relativity, every separate local quantity which is used
stic gravitation theory of Einstein, general relativity explained the shift without the pull of an e
In general relativity, Fermi-Walker derivatives of the spacelike u
e rejected current experimental evidence for relativity, for example rejecting the Rossi-Hall experi
ple inertial mechanics (in this case special relativity) for small freefalling regions.
lier translated Einstein's theory of General Relativity from German to English.
from Diamonds's Temperature, Triply special relativity from six dimensions, Deformed General Relati
h interests include geophysics, experimental relativity, fundamental constants, and precision measur
In Einstein's theory of general relativity, gravitation is an attribute of curved space
Some speculations on a causal unification of relativity, gravitation, and quantum mechanics", Int.
In general relativity gravitational energy is extremely complex, a
modern questions of quantum mechanics and relativity... Great fun and fine teaching.
esearch, David Finkelstein heads the Quantum Relativity Group, which specializes in fundamental theo
Relativity, Groups and Particles (1975)
In January 2011, Relativity had Steve Bertram, formerly the President of
Einstein's general theory of relativity has yielded more insight into the nature of
In the context of general relativity, he is best known for his development (with
y 1990s, it was widely believed that general relativity hides every singularity behind an event hori
sed this principle for his special theory of relativity; however, that theory was limited to space-t
a role as Leo Roth on the television series Relativity; however, he was already committed to a Pitt
In general and special relativity, if we consider flat space, small masses, an
d becomes self-trapped: according to general relativity, if we aim enough radiation into a region, t
Conformal Singularities in Classical General Relativity: II Evolution Equations and a Conjecture of
te 1915, had published his general theory of relativity in the form in which it is used today.
V Karapetoff (1944) "The special theory of relativity in hyperbolic functions", Reviews of Modern
mensional space caused by gravity in general relativity in a three dimensional superspace in which t
nal string theory, three-dimensional general relativity in negatively curved spaces, four-dimensiona
s to models that attempted to derive general relativity in a framework where the graviton is constru
be able to test Einstein's Theory of General Relativity in strong field condition and realize precis
ss were equal to begin his Theory of General Relativity in which he postulated that gravitational ma
tein's first public lecture on the Theory of Relativity in Berlin.
onformal equivalence between SCC and General Relativity in vacuo, which results in the predictions o
V Karapetoff (1926) "Straight-line relativity in oblique coordinates; also illustrated by
edge, Zisi proceeded upon meditations on the relativity in human knowledge of the universe.
s made the most precise VLBI test of general relativity in 2005 that had reached precision of few pa
The theory of relativity in the early 20th century taught that motion
matter, as well as modifications of general relativity in cosmology.
The application of ' relativity' in all other fields including morality, led
agueijo then went on to study doubly special relativity, in which not only there is a constant veloc
chnology in Physics about a topic in General relativity in 1958.
This is not the case anymore with special relativity in which velocities depend on the choice of
horizon, a boundary in spacetime in general relativity inside of which events cannot affect an exte
d theory takes quantum mechanics and special relativity into account, and it's a theory of all the f
ote the initial value formulation of general relativity, introduced by Arnowitt, Deser, and Misner (
neralization of Einstein's theory of general relativity introduced by David Lovelock in 1971.
General relativity is fundamentally awkward in the way it handl
so-called ADM mass/energy) which, in general relativity, is not trivial at all.
to test Albert Einstein's theory of general relativity, is launched.
"limit case" (in the sense in which special relativity is a limit case of general relativity).
s paper, he reversed the regular way general relativity is applied; instead of going from massive ob
gravitational waves in the general theory of relativity is equal to the speed of light in vacuum, c.
he Michelson-Morley experiment, thus special relativity is the only theory which explains both exper
in which Albert Einstein's theory of special relativity is conveniently formulated.
Relativity is only required when there is a need for ex
General relativity is a theory of gravity, but it is incompatib
teresting "philosophical" feature of general relativity is revealed by the singularity theorems.
s of the term can lead to confusion: special relativity is a "classical theory" in the first sense,
od agreement with the predictions of general relativity) is, that every theory which contains shield
times be valuable, but in this case, special relativity isn't the correct context (or even _a_ valid
According to the theory of relativity it is said that an object is: at rest relati
According to general relativity, it is an effect induced by the rotation of
Taken together, in general relativity it is mass, energy, momentum, pressure and t
That is, in special relativity it is invariant under Lorentz transformation
d in the Einstein field equations of general relativity, just as mass is the source of such a field
sh refinement first appears in the numerical relativity literature in the 1980s through the work of
In contrast in special relativity, M is taken to be a vector space V (of dimen
ly, to account for whilst Einstein's general relativity made short work of it.
ation of gravitation as described by general relativity makes a "fictitious force" appear in a frame
Main article: Relativity Media
were purchased by the US production company Relativity Media in a deal worth more than $1m.
songs was released on February 2, 2010 from Relativity Media Group, and a score album was released
d distributors such as Summit Entertainment, Relativity Media, The Mark Gordon Company, Sony Picture
d entrepreneur who is the founder and CEO of Relativity Media.
In 2004, he founded Relativity Media.
film is due for release on June 10, 2011 via Relativity Media.
red in series such as Street Legal, Tek War, Relativity, Mercy Point, Terminal City and Blue Murder.
mics of matter can be computed using special relativity methods and/or Newtonian laws of gravity and
ng plane of dust that indicated that general relativity might allow for "naked" singularities.
This is analogous to the way that special relativity mixes space and time into spacetime, and mas

1 2 次へ＞