「relativity」の共起表現一覧(1語右で並び替え)
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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 |
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