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「differential」の共起表現一覧(2語左で並び替え)2ページ目

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selective ingredient, while esculin is the differential component.
s area of the rock formation, and dt is the differential of time under consideration.
The Poisson-Boltzmann equation is a differential equation that describes electrostatic inter
is the differential cross section.
The first tiebreaker is point differential.
The other model is the Differential Signaling Hypothesis.
Stated differently, the tidal force is a differential force.
The other model is the differential avidity hypothesis.
where E is the electric field and dA is a differential area on the closed surface S with an outwar
GPS·C, short for GPS Correction, is a Differential GPS data source for most of Canada maintain
He is Managing Editor of Journal of Differential Geometry.
II., Journal of Differential Geometry 28 (1988), no. 1, 23-35.
oint Theory and an editor of the Journal of Differential Geometry survey volume 4 on "Integrable sys
er heat transfer than one large temperature differential.
o detach from the VAB when a large pressure differential is created on the outside vs. the inside.
und, the winning team with the largest goal differential will automatically qualify for the U.S. Ope
Twisters 43-0, marking the largest scoring differential in professional indoor soccer history.
otion of indistinguishability, later termed Differential Privacy, formalizes the notion of "privacy"
He first lectured on differential calculus to science students (until summer
cohomology, as an equality on the level of differential forms.
on Cayman, until 2009, was the limited slip differential (LSD).
ning the current effect of the limited slip differential and transformed the car's body into a roads
ves the general homogeneous linear ordinary differential equation with constant coefficients.
e Mathieu equation is a linear second-order differential equation with periodic coefficients.
Consequently, many partial differential equations and variational problems are defi
ould be taken to be a sign of massive power differential within a relationship.
ats use the principle of material buoyancy ( differential densities) to follow fluid levels.
uit level is described by mathematics using differential equations or logical equations.
The maximum elevation differential in Sevier County is the greatest in Tenness
(Technically, that means certain differential equations have no nonzero solutions.)
e fashion, and pressure sensors measure the differential pressure before and within the constriction
campimetry is the systematic measurement of differential light sensitivity in the visual field by th
A DP cell is a device that measures the differential pressure between two inputs.
noulli's principle, either by measuring the differential pressure within a constriction, or by measu
- I Suggested a Merge with Differential Non-Linearity since most transducers and AD
, in the case of an orifice flow meter, the differential pressure across the orifice plate is the pr
this function approximation method, partial differential equations and thus fluid dynamic problems c
plied mathematics and numerical methods for differential equations with applications to multi-scale
discrete cases: in the former, methods from differential equations are utilized, whereas in the latt
Michael Anderson ( differential geometer) (born 1950), differential geomete
With MIMIC, ordinary differential equations describing mathematical models in
this, House fires Thirteen for missing the differential diagnoses.
te by Liouville in the treatise of Monge on differential geometry.
a system consisting of one or more ordinary differential equations.
for some time was the world's most powerful differential analyzer.
odesic equations are a system of n ordinary differential equations for the n coordinate variables.
is an implementation the general Neglect of Differential Diatomic Overlap (NDDO) integral approximat
MNDO, or Modified Neglect of Differential Overlap is a semi-empirical method for the
INDO stands for Intermediate Neglect of Differential Overlap.
is a development of the complete neglect of differential overlap (CNDO/2) method introduced by John
It is based on the Neglect of Differential Diatomic Overlap integral approximation.
inear and whorled nevoid hypermelanosis.The differential diagnoses include incontinentia pigmenti, l
Sir Isaac Newton develops differential calculus.
and systems of linear, non-linear, ordinary differential equations.
nd physics, to systems of nonlinear partial differential equations.
i-scaling methods, and nonlinear hyperbolic differential equations.
He studies the theory of nonlinear partial differential equations, and received the Fields Medal fo
Nonlinear Partial Differential Equations in Applied Science
scholarly work focuses on nonlinear partial differential equations.
eoretical physics, including number theory, differential geometry and particle physics.
ers on existence theory, numerical methods, differential operators in Hilbert space, non-linear buck
n of the formal description one obtains the differential equation for T(z)
roughs in the numerical analysis of partial differential equations.
l analysis, especially in the fields of the differential equations and physics.
r the solution of a system of initial-value differential equations that exhibit chaos.
ving the existence of solutions of ordinary differential equations, and is used in one proof of the
obtained using the machinery of equivariant differential forms.
ics, for finite element analysis of partial differential equations, was started by a couple of Dahlq
cs, especially in applications of nonlinear differential equations.
numerical modeling and solution of partial differential equations, in particular by the finite elem
efined the general notion of anti-symmetric differential form, in the style now used; his approach t
NSA had no previous knowledge of impossible differential cryptanalysis.
Appell established the set of partial differential equations of which these functions are solu
are quite valuable-not only as proof of the differential hardening treatment but also in its own rig
bic metres, per second, per bar of pressure differential, per millimetre of port diameter, of water
a first step in the study of noncommutative differential geometry.
bes a Bessel beam is a solution of Bessel's differential equation, which itself arises from separabl
1959 for his thesis On the Solution of the Differential Equations of Conical Shells.
method of descent in the theory of partial differential equations, culminating in his seminal book
umerical methods to the solution of partial differential equations.
ty, to the numerical analysis of stochastic differential equations, and to quantitative finance.
development of the De Rham cohomology of a differential manifold.
ometrical Methods In The Theory Of Ordinary Differential Equations, Springer-Verlag (1988), ISBN 0-3
act relating to hiring and payment of shift differential pay at the Delaware Veteran's Home
arasimhan's results in the theory of pseudo differential operators.
ce Rates of Iterative Treatments of Partial Differential Equations,” Mathematical Tables and Other A
imited to 50, and the number of first-order differential equations cannot exceed 30.
he Riemann problem about the existence of a differential equation with a given monodromic group and
ned by finding the highest temperature of a differential scanning calorimetry chart.
olution of any important class of nonlinear differential equations.”
lue problems for coupled systems of partial differential equations.
rticular drug, dosage and frequency of use, differential development occurs for different effects of
Elements of the Differential Calculus (1852)
has contributed also to analysis of partial differential equations and differential geometry.
s work on the numerical solution of partial differential equations.
Laplace transforms, the solution of linear differential equations with constant coefficients, the s
The Principles of the Differential and Integral Calculus, vol.
small gearbox attached to the front of the differential housing.
latter statement is a consequence of Yau's differential geometric approach which is based on his re
se, Oswald Veblen's Invariants of Quadratic Differential Forms.
o apply the method in the solution of field differential equations, which later became the most impo
of Fourier analysis to the study of partial differential equations.
had a great effect on the theory of partial differential equations.
ocuses on the numerical analysis of partial differential equations with applications in mechanics an
Use of the differential signal lines where clock feedthrough appear
He has examined a large class of partial differential equations, both linear and non-linear, and
alysis, on fundamental solutions of partial differential equations, on divergent series, Clifford al
optimized for evolving systems of ordinary differential equations.
Writing down the first component of the differential equation for y, we obtain using (*) that
applied mathematics was his work on partial differential equations.
She is mainly known for her work on partial differential equations.
culus, and is noted for his work on partial differential equations of the first order (Pfaffian syst
trice earned the championship based on goal differential.
France win the tournament on point differential.
Nicolaus worked mostly on curves, differential equations, and probability.
he Colts lost the tiebreaker based on point differential in head-to-head games and thus did not make
He worked both on ordinary differential equations and on partial differential equat
s work includes articles and books on stiff differential equations, interval arithmetic, analog comp
he minor premiership to Melbourne on points differential, Melbourne having a 302 points difference c
For his research on partial differential equations he was awarded the 1996 EMS Prize
written a book on this subject, and on its differential impact on the archaeological communities of
t or turbulence, symbiosis or commensalism, differential predation, or constantly changing environme
vote to a voter under the age of 18, or the differential treatment of classes of voters under the ag
solutions of first and second order partial differential equations.
efoods won by having a better overall point differential.
width enables the inclusion of a packet for differential correction, to be used in a similar manner
o the theory of nonlinear parabolic partial differential equations, and to singularity theory.
time-stepping solution of parabolic partial differential equations, or they can be applied directly
mathematical physics, in particular partial differential equations, the calculus of variations and t
In particular, his Differential Equations and the Calculus of Finite Differ
ed for delay equalisation, particularly the differential delay between two landlines being used for
an, and Chase out of the party to perform a differential diagnosis.
tinuation of bifurcations in periodic delay differential equations using characteristic matrices Sza
th Pavel Kurasov: Singular perturbations of differential operators.
but lost the series on the points aggregate differential -2 points.
nd Guatemala finished level on points, goal differential, goals scored and head-to-head record.
he Lyman continuum indicate the presence of differential rotation through the chromosphere and trans
The thesis, which dealt with problems in differential geometry related to Albert Einstein's theor
Foliated rock is a product of differential stress that deforms the rock in one plane,
She also found that the provision gave differential treatment based on an enumerated ground und
mathematical structure used to quantize the differential calculus.
equations second order quasilinear partial differential equations in the metric.
eatment based on a person's race, including differential treatment and conditions, residency denial,
ix Apart, Sun Microsystems, Rackspace, Data Differential, Blue Gecko, Intel and others.
includes a variety of samples ranging from differential equations to 3D-rendered Toroids and Lorenz
wings were sinking at a slower rate causing differential distortion between the column bays.
ant example is reaction-diffusion textures, differential equations proposed by Alan Turing to explai
DPCM also refers to ' differential pulse-code modulation', a type of digital c
e information so as to correlate regions of differential stabilities with regions of differential bi
The primary areas of research are Differential Equations, Applied Analysis, Variational an
ave a thorough exposition of research using differential topology.
mes a liability when the part must resist a differential pressure.
Core 2 Duo and provable resistance against differential cryptanalysis.
several products, two of which result from differential usage of two terminal exons and one of whic
C, or Matlab code of the resulting ordinary differential equations (ODEs).
ween individuals of the same sex results in differential mating and reproduction.
nt nutrients in Escherichia coli results in differential modulation of RpoS levels and stability" Jo
A rotary variable differential transformer (RVDT) is a type of electrical
any of the winning teams have the same goal differential a blind draw will be help to determine the
Further tests using fMRI scans showed differential cerebral activation between belief-neutral
orrection was applied by a second spur-gear differential, again, one per dial.
curves on smooth surfaces in 3D, see Ridge ( differential geometry).
agar (HEK or HE or HEA) is a selective and differential agar primarily used to recover Salmonella a
I, Frederick Lanchester devised a series of differential equations to demonstrate the power relation
Leibniz stepped cylinder driven by a set of differential gears.
al work with Hodgkin, he developed a set of differential equations that provided a mathematical expl
g others) obliterative shading, disruption, differential blending, high contrast, coincident disrupt
This Shh induced differential gene expression creates sharp boundaries be
Channels move sideways via differential velocity: On the outside of a curve, deeper
s are a set of 10 simultaneous, non-linear, differential equations.
aspects of hyperbolic and singular partial differential equations and asymptotics.
he cabin; therefore, only a slight pressure differential existed between the cabin pressure and the
quist, especially the numerical solution of differential equations and numerical methods for scienti
zation, indefinite integration, solution of differential equations, and other higher-order mathemati
common goal to enable automated solution of differential equations.
of applications, including the solutions of differential equations, stock price estimation, statisti
ion, analogously to how one solves ordinary differential equations; but it would be very difficult t
variables can be used when solving partial differential equations over them.
ften arise when numerically solving partial differential equations.
e the competition within the species, while differential equilibrium refers to the different body si
l Act of 1995, which specifically prohibits differential pricing based solely on a customer's gender
Thus, second, the state has differential effects on various political and economic s
ion on numerical methods for stiff ordinary differential equations.
analysis, in particular stochastic partial differential equations.
vity, the Ramond-Ramond field strengths are differential forms.
He studied projective differential geometry under Prof.
Since 1969, a few studies of differential fertility have theorized that it may cause
e fundamental contributions in the study of differential equations and to rational mechanics, notabl
(B) Is the claimant subject to differential treatment based on one or more enumerated a
with 46 points, but Wigan's superior points differential saw them crowned League Champions for the t
feature: they are formulated as a system of differential equations in percentage change form; howeve
matics, a Hamiltonian system is a system of differential equations which can be written in the form
arly independent solutions of the system of differential equations, it can help to find one solution
A Lie symmetry of a system of differential equations is a continuous symmetry of the s
the paradigm of using nonlinear systems of differential equations to show how brain mechanisms can
e as the solution of appropriate systems of differential equations, and assuming asymptotic flatness
roblems in these areas reduce to systems of differential or linear equations.
ke patients, are complex systems, requiring differential diagnosis, an understanding of context, mon
Copson, E. T., Partial Differential Equations
zation group and multiscaling techniques in differential equations
                                                                                                    


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