「Entropy」の共起表現(1語右で並び替え)

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共起表現

「Entropy」の共起表現一覧(1語右で並び替え)

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am was still in possession of their own flag;	Entropy, a game of strategy in which player teams att
Any structure implicit in the finite	entropy against a quantum description could then be t
The normal distribution N(μ,σ2) has maximum	entropy among all real-valued distributions with spec
and Bruce J. West, “Multiresolution diffusion	entropy analysis of time series: an application to bi
By using the following basic equations for	entropy and Helmholtz free energy, we can model the d
that of Ludwig Boltzmann's 1870s theories of	entropy and order and disorder.
pers on various topics such as randomness and	entropy, and teaching geometry to children.
first mathematical version of the concept of	entropy, and also gave it its name.
rime, also known as "the Fallen"; overseer of	entropy and Warrior of Darkness, now a herald of Unic
based on the thermodynamic definition of the	entropy, and require extremely careful calorimetry.
A quantum black hole only has finite	entropy and therefore presumably exists in one of a l
arity properties of a Gaussian process to its	entropy and covariance structure.
er Strassen for making the connection between	entropy and regularity.
that cosmological event horizons also have an	entropy and temperature.
eries Wonders of the Universe to help explain	Entropy and its effect on time.
hropomorphic personification of the forces of	entropy and chaos, the counterpart of the White Guard
entropy to demonstrate the similarity between	entropy and information.
e Planck, "the logarithmic connection between	entropy and probability was first stated by L. Boltzm
temperature and, by the no hair theorem, zero	entropy, and the laws of black hole mechanics remain
irreversible circuit, the information becomes	entropy and an associated amount of energy is dissipa
areas of physics of information; information,	entropy, and complexity; quantum information theory;
y discover that Logopolis is being overrun by	entropy and turning to dust.
echnique, leading to the principle of maximum	entropy, and the MaxEnt view of thermodynamics.
ng and expands for some time, with increasing	entropy and a thermodynamic arrow of time pointing in
fated plea to vengeance demon Anyanka; and in	Entropy, Anya's unsuccessful attempts to enact her ow
relative entropies subtracted from the total	entropy are 0.
ests that the idea of thermodynamic state and	entropy are somewhat subjective.
n associated with Frank L. Lambert describing	entropy as energy dispersal describes entropy as meas
tion, Frank L. Lambert argued that portraying	entropy as "disorder" is confusing and should be aban
nally, 20th century textbooks have introduced	entropy as order and disorder so that it provides "a
Then, in 2002 “	Entropy Is Simple , Qualitatively” described the spon
ixed by matching the semiclassical black hole	entropy, as calculated by Stephen Hawking, and the co
hing arbitrarily high temperature and maximal	entropy as the end of the collapse approaches.
is possible (in a thermal context) to regard	entropy as an indicator or measure of the effectivene
ion (the first of which sometimes called free	entropy), as cited by American engineer Willard Gibbs
The "disorder" and hence the	entropy associated with the change in the atomic alig
The conformational	entropy associated with a particular conformation is
rature and the area of the event horizon with	entropy, at least up to some multiplicative constants
	Entropy Automatic (self-released, 2004)
During steady-state continuous operation, an	entropy balance applied to an open system accounts fo
These have residual	entropy, because the atom-by-atom microscopic structu
In information theory, the cross	entropy between two probability distributions measure
, the holographic principle and the covariant	entropy bound of quantum gravity, and can be derived
olographic bound, also known as the covariant	entropy bound.
define a life form as an entity that reduces	entropy by self-executing the minimum set of physical
hy even though Hawking radiation has non-zero	entropy, calculations so far have been unable to rela
ity can be roughly interpreted as saying that	entropy can only be canceled by an equal amount of en
inal work), from which the correct Bekenstein	entropy can then be deduced.
Their black hole	entropy can often be calculated in string theory, muc
e qualitative relation of energy dispersal to	entropy change can be so inextricably obscured that i
nd to be 6008 joules at 273 K. Therefore, the	entropy change per mole is , or 22 J/K.
	Entropy change is the quantitative measure of that ki
inative model that extends a standard maximum	entropy classifier by assuming that the unknown value
s of features and classes, while in a maximum	entropy classifier the weights, which are typically m
ogit model, it is commonly known as a maximum	entropy classifier, or MaxEnt model for short.
e classifier in machine learning, see maximum	entropy classifier.
Maximum	entropy classifiers are commonly used as alternatives
t likely state of the universe as one of high	entropy, closer to uniform and without order.
The zigzag	entropy coding used in JPEG images is evocative of th
The article on Shannon's information	entropy contains a good explanation of the discrete c
Penrose associates the initial low	entropy content of the Universe with the effective va
these problems is rooted in a concept of the	entropy content of gravitational fields.
singularity (the Big Bang), he proposes, the	entropy content of the cosmological gravitational fie
If	entropy continues to increase in the contracting phas
d solubility is determined by the unfavorable	entropy contribution due to the ordering of the water
∆Smc is the	entropy cost for fixing the backbone in the folded st
e particle into a computing apparatus with no	entropy cost; but only if the apparatus has already b
ameter appears in the denominator because the	entropy counts the number of edges puncturing the eve
ressions and hence determine the enthalpy and	entropy departures.
The concept of	entropy developed in response to the observation that
A temperature	entropy diagram, or T-s diagram, is used in thermodyn
This definition of	entropy does not have a clear thermodynamical interpr
ts are quantized and the quantized values are	entropy encoded and/or run length encoded.
ree energy perturbation (FEP), quasi-harmonic	entropy estimation, correlation analysis and combined
The	Entropy Exhibition: Michael Moorcock and the British
t the New Wave, based on his Ph.D thesis, The	Entropy Exhibition: Michael Moorcock and the British
It is also called the relative	entropy, for using Q instead of P.
ead confusion and can hinder comprehension of	entropy for most students.
The information gain is equal to the total	entropy for an attribute if for each of the attribute
The Maximum	Entropy Formalism (ed.
It can be shown that the Gibbs	entropy formula, with the natural logarithm, reproduc
natural extension of the principle of maximum	entropy from discrete to continuous distributions, fo
ents (CVEs) as a means of excising off excess	entropy from this universe into others as to stave of
H(p) is distinguished from the	entropy function by its taking a single scalar consta
It also features an	entropy gathering utility, coming in different versio
is the	entropy generation contributed by heat transfer
is the	entropy generation contributed by fluid friction.
xchange design based on two original methods:	entropy generation minimization, and constructal theo
ructal law of design and evolution in nature,	entropy generation minimization, scale analysis of co
Volume	entropy h is always bounded above by the topological
The BGS	entropy has been used in the context of quantum gravi
ation, the system should exhibit no change in	entropy, i.e.
d) in the UK, and on Russo's own South Cherry	Entropy imprint of Virtual Label digitally in North A
S - specific	entropy in kJ per kilogram-kelvin
second law of thermodynamics states that the	entropy in the universe will always increase.
It is defined as b raised to the power of	entropy in base b, or more often as b raised to the p
his critique of the inadequacy of describing	entropy in terms of “disorder”.
fficient when sorting data which exhibits low	entropy, in effect where the data is well ordered or
ible for an overall increase in the amount of	entropy in the Universe, and so inducing a cosmologic
ures, there will, of course, be an additional	entropy increase due to these differences being equil
resources for chemistry instructors, equating	entropy increase as the spontaneous dispersal of ener
will be no net exchange of heat or work - the	entropy increase will be entirely due to the mixing o
A special case of	entropy increase, the entropy of mixing, occurs when
irections of the atomic magnets represents an	entropy increase?
esks, and Disorderly Dorm Rooms - Examples of	Entropy Increase?
ut never reaches thermodynamic equilibrium as	entropy increases continuously without limit due to t
Katok's	entropy inequality was recently exploited to obtain a
Furthermore, if the	entropy integral on the right-hand side converges, th
Therefore configuration	entropy is the same as macroscopic entropy.
Its differential	entropy is then
The configurational	entropy is also known as microscopic entropy or confo
The relative	entropy is not a metric.
The Tsallis	entropy is defined as
This residual	entropy is often quite negligible.
In quantum information theory, the joint	entropy is generalized into the joint quantum entropy
The configurational	entropy is related to the number of possible configur
In general, configurational	entropy is the foundation of statistical thermodynami
The von Neumann	entropy is also strongly subadditive.
Loop	entropy is the entropy lost upon bringing together tw
Conformational	entropy is the entropy associated with the physical a
In chemistry, the standard molar	entropy is the entropy content of one mole of substan
Residual	entropy is small amount of entropy which is present e
al, term k is zero, and therefore the Tsallis	entropy is in closed-form.
Joint	entropy is a measure of the uncertainty associated wi
The principle of maximum	entropy is useful explicitly only when applied to tes
In statistical mechanics, configuration	entropy is the portion of a system's entropy that is
When the chain is stretched, the	entropy is reduced by a large margin because there ar
The standard molar	entropy is usually given the symbol S°, and the units
E.g. its	entropy is captured by a law directly analogous to th
The term Boltzmann	entropy is also sometimes used to indicate entropies
, because Q is not a state function while the	entropy is.
y is always less than or equal to the Shannon	entropy; it is equal when all the probabilities pi ar
ot an expanding universe can approach maximal	entropy; it has been proposed that in an expanding un
rona later resurfaces as the manifestation of	Entropy itself and battles the New Guardians.
tropic or particle isentropic flow, where the	entropy level of each fluid particle does not change
As an example, consider the	entropy lost upon making the contacts between residue
In machine learning, a maximum	entropy Markov model (MEMM), or conditional Markov mo
The loop	entropy may also vary with the position of the contac
The coherent information is an	entropy measure used in quantum information theory.
perature to the increase in the dimensionless	entropy measured in bits.
The maximum	entropy method applied to spectral density estimation
vation of the partition function with maximum	entropy methods.
Other programs include:	Entropy, Mixmaster, GPG, NEWSPOST, plus Plugins for m
ting the known information allows the maximum	entropy model to derive a better estimate of the cent
In maximum	entropy modeling probability distributions are create
It is simply the application of maximum	entropy modeling to any type of spectrum and is used
ches a low-density state, it recontracts, but	entropy now decreases, pointing the thermodynamic arr
For ε > 0, denote by N(T, dX; ε) the	entropy number, i.e. the minimal number of (open) dX-
the Tsallis	entropy of this system satisfies
The	entropy of fusion is the increase in entropy when mel
The	entropy of vaporization is the increase in entropy wh
The relative	entropy of entanglement of ρ is defined by
The topological	entropy of the map f is defined by
Adding the	entropy of transition from α-AgI to β-AgI to the entr
Put in words, the information	entropy of a distribution P is less than or equal to
n theorized as being responsible for the high	entropy of black holes; while the likelihood of any g
The measure of this disorder is called the	entropy of the system.
The information	entropy of a random event is the expected value of it
Sinai demonstrated that the Kolmogorov	entropy of a Bernoulli scheme is given by
riments, it is quite difficult to measure the	entropy of a system.
The	entropy of the interior region is bounded by the surf
quantum statistical mechanical origin of the	entropy of a black hole and the entropy of a cosmolog
ster conformal field theory, and computed the	entropy of BTZ black holes.
where H(X) is	entropy of X and I(X,Y) is mutual information between
s article for the constraints placed upon the	entropy of an ideal gas by thermodynamics alone.
It is driven by the	entropy of the overall reaction, as the byproducts Me
The	entropy of fusion (melting) for α-AgI is approximatel
tes corresponding to a horizon of area A, the	entropy of black holes is seen to be equal
fficient Reason, and the Principle of Maximum	Entropy of E.T. Jaynes.
The joint	entropy of a set of variables is greater than or equa
The joint	entropy of a set of variables is less than or equal t
index of 1 indicates that the distributional	entropy of the system under investigation is almost s
The	entropy of a pure crystalline structure can be 0 J mo
gation of hydrocarbons, negative enthalpy and	entropy of dissolution of gases, etc.
density function f : Rn → R, the information	entropy of X, denoted h(X), is defined to be
means that the fractional perturbation in the	entropy of each species of particle is equal.
Thus in situations such as in the	entropy of mixing when the two or more different subs
third law of thermodynamics which states, the	entropy of a system at absolute zero is a well-define
kur-Tetrode equation is an expression for the	entropy of a monatomic classical ideal gas which inco
Estimating the differential	entropy of a system or process, given some observatio
I(X;A) of X and A - i.e. the reduction in the	entropy of X achieved by learning the state of the ra
with Strominger, that the Bekenstein-Hawking	entropy of a black hole can be accounted for by solit
s approximation, is to start with the Shannon	entropy or compositional uncertainty
mical invariants as correlation dimension, K2	entropy or mutual information, which are independent
they may be able to "flush" all the existing	entropy out of the system and put it into a known sta
emperature and approaching a state of maximal	entropy over a very long time period.
Moving mirrors create	entropy, particles, energy and gravitational-like eff
In mathematics, the	entropy power inequality is a result in probability t
It shows that the	entropy power of suitably well-behaved random variabl
and the	entropy power of X, denoted N(X), is defined to be

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「Entropy」の共起表現一覧(1語右で並び替え)