「Nonlinear」の共起表現(1語右で並び替え)

意味
共起
表現

「Nonlinear」の共起表現一覧(1語右で並び替え)

Nonlinear

1 2 次へ＞

1語右で並び替え

該当件数:227件

(Even though the Einstein field equation is nonlinear, a linear superposition of comoving plane wa
bium(III) chloride solutions show a negative nonlinear absorption effect.
an incorporate nonlinearities that represent nonlinear actions of the basilar membrane, perhaps cau
This led to the development of the nonlinear aeroelastic software AERO that is used for m
It includes nonlinear algebraic solvers, differential/algebraic eq
A search-coil magnetometer with nonlinear amplifier to measure the Earth's, Moon's and
Nonlinear Analysis on Manifolds.
Nonlinear Analysis in Chemical Engineering, McGraw-Hil
He is known for his early work in nonlinear and adaptive control, particularly on gain s
The plot is nonlinear and once the party fulfills the Emperor's in
In addition to applications in nonlinear and ultrafast optics, Raman amplification is
His recent research activities focus upon nonlinear and/or gyrotropic surface polaritons on nega
s research includes topology and geometry of nonlinear approximation (especially in regard to neura
nstant shear viscosity) and also anticipated nonlinear behavior not reliably measured until years l
A theoretical study of a nonlinear biological regulator," J. Appl.
When a barometer is supplied with a nonlinear calibration so as to indicate altitude, the
tension of Roger Penrose's twistor theory to nonlinear cases (Roger Penrose was Richard Ward's supe
the South Atlantic, that the possibility of nonlinear causes of freak waves was seriously consider
"Colossal" nonlinear change in refractive index is achievable in
on to theoretical physics is his work on the Nonlinear Chiral Lagrangian.
rnia, Berkeley and is known as the father of nonlinear circuit theory, cellular neural networks, an
Considered to be the "father of nonlinear circuit theory and cellular neural networks"
include cellular neural/nonlinear networks, nonlinear circuits and systems, nonlinear dynamics, bi
eveloped piloted motion simulators, designed nonlinear compensation techniques for saturation effec
ancements including the following additions: nonlinear composite Progressive Ply Failure Analysis (
rm and size of the light spot as well as the nonlinear connection are a disadvantage that can be pa
It solves nonlinear constrained problems using the sequential qu
ides fast and accurate solutions for linear, nonlinear, continuous time, discrete time, time varyin
Nonlinear core corrections or "semicore" electron incl
of 1064 nm Nd:YAG laser radiation through a nonlinear crystal K2Al2B2O7 (KABO).
a SPIDER measurement is generated in a thick nonlinear crystal with carefully engineered phasematch
Many free statistical software like ARC ( nonlinear curve fitting problems) and ViSta are based
unctions and methods, including routines for nonlinear curve fit.
The quantity F12 has been shown to have a nonlinear dependence on the density of the bone.
Nonlinear destabilization, Fluid Physics (1985) Volume
ubilee Paper Award for "A Useful Theorem for nonlinear devices having Gaussian inputs" (1988)
ansistors) invented by mankind are basically nonlinear devices.
This nonlinear difference equation is intended to capture t
A rational difference equation is a nonlinear difference equation of the form
irst-order rational difference equation is a nonlinear difference equation of the form
The general equations produced are nonlinear differential algebraic equations which are s
uid mechanics, especially in applications of nonlinear differential equations.
the exact solution of any important class of nonlinear differential equations.”
He works on renormalization group and nonlinear differential equations.
The regularization of nonlinear differential-algebraic equations.
f the main strengths of the institute, is in nonlinear dynamic finite element analysis and its appl
It also enables the analysis of nonlinear dynamic conditions.
block diagram language for creating complex nonlinear dynamic systems.
s using computational agent based models and nonlinear dynamical systems.
ed as the evolution function of the discrete nonlinear dynamical system.
e series with methods based on the theory of nonlinear dynamical systems.
Many such phenomena are associated with nonlinear dynamical systems.
Nonlinear Dynamics and Liquid Crystal Physics Group
a thesis entitled Experiments in Stochastic Nonlinear Dynamics.
ength, refractive index of laser optics, and nonlinear effects such as the Kerr effect.
ye originally synthesized for application in nonlinear electro-optics.
y is the only completely exceptional regular nonlinear electrodynamics.
so known for deriving exact solutions to the nonlinear equations describing these solitons and for
EQsolve - Nonlinear equations solver
omain walls are exact solutions to classical nonlinear equations of magnets (Landau-Lifshitz equati
source framework for numerical optimization, nonlinear equations and systems of them.
th guarantied precision and all solutions of nonlinear equations system
AN subroutines for the solving of systems of nonlinear equations, or the least squares minimization
ed and overspecified equations in systems of nonlinear equations.
stochastic finite elements, solid mechanics, nonlinear estimation, and probabilistic robust control
The plot unfurls in a nonlinear fashion, often from the perspective of fello
This shows that the nonlinear field equations can show us more, or rather
It therefore provides the solution of the nonlinear filtering problem in estimation theory.
used in industry and research for linear and nonlinear finite element analysis of solids and struct
ere he made fundamental contributions in the nonlinear finite element analysis of structures, heat
rticularly includes many material models for nonlinear fracture mechanics of quasibrittle materials
butions to geometrical methods in linear and nonlinear functional analysis and to the study of Bana
His research interests include nonlinear functional analysis, the fixed point theory
t of as an extension of Volterra's theory of nonlinear functionals for stochastic systems.
med with user-defined or built-in linear and nonlinear functions, including multi-peak fitting, bas
bs in the family since its Coxeter diagram a nonlinear graph, but there are three simplest ones, wi
esearch work was undertaken in the Lancaster Nonlinear Group and focused on the development of the
normalization and multi-scaling methods, and nonlinear hyperbolic differential equations.
ten out, the EFE are a system of 10 coupled, nonlinear, hyperbolic-elliptic partial differential eq
In between this are nonlinear images of religious iconography - a Madonna
This shift tends to be nonlinear, in that the shift downwards varies in relat
These plots are often very nonlinear in their chronology; however, each episode s
the years; the most recent is described as a nonlinear integral equation based on counterbalancing
It is the result of the nonlinear interaction of laser radiation with the prop
r short), the study of the subtle, and often nonlinear, interaction between the Sun's magnetic fiel
Microbaroms are generated by nonlinear interactions of ocean surface waves travelin
s a statistic used to search for evidence of nonlinear interactions in signals.
Generalized Nonlinear Inverse Problems Solved Using the Least Squa
The base of his work is a nonlinear language-based expression combined with visu
e function , β0 could be estimated using the nonlinear least squares method to minimize the functio
linear and nonlinear least squares, and
It performs both linear and nonlinear least-squares fitting to arbitrarily-complex
Linear and nonlinear least-squares fitting
emphasis placed on modeling of nano particle nonlinear magnetics (NPNM).
vature depend on the metric in a complicated nonlinear manner.
c switch is one that does this by exploiting nonlinear material properties to steer light (i.e., to
tics at University of Cambridge and Chair in Nonlinear Mathematical Science since 2002.
, quadratically constraint, conic and convex nonlinear mathematical optimization problems.
MINOS is a linear and nonlinear mathematical optimization solver that runs w
s can be derived from relatively simple, but nonlinear mathematical laws.
Bullough has also contributed to nonlinear mathematical physics, including Bose-Einstei
ersity and is known for promoting the use of nonlinear mathematics in social scientific research.
plied Mathematics and leader of the "Applied Nonlinear Mathematics Group" in the Department of Engi
y Sciences", the "Bristol Centre for Applied Nonlinear Mathematics", "Applied Nonlinear Mathematics
director of the interdisciplinary Centre for Nonlinear Mechanics at the University of Bath and is a
Computational Methods in Nonlinear Mechanics, North-Holland, Amsterdam, 1980.
Nonlinear Mechanics: A Supplement to Theoretical Mecha
Nonlinear media are essential for nonlinear optics.
Optical fiber is today mostly used as the nonlinear medium for SRS, for telecom purposes; in thi
nonlinear mixed-integer dynamic optimization,
: Theory of p-adic distributions: linear and nonlinear models, Cambridge University Press 2010
in the ANOVA decomposition preceding ASCA, a nonlinear multivariate time trajectory can be modeled.
impose linearly, as we would expect from the nonlinear nature of the Einstein field equation.
g conditions, which must be satisfied in any nonlinear optical structure.
material, which consists of a polymer and a nonlinear optical chromphore.
Nd-doped YCOB (Nd:YCa4O(BO3)3) is a nonlinear optical crystal, which is commonly used as a
Electrical voltage can be sensed by nonlinear optical effects in specially-doped fiber, wh
teracting beams simultaneously interact in a nonlinear optical material to form a dynamic hologram
sium titanyl phosphate (KTiOPO4) or KTP is a nonlinear optical material which is commonly used for
f the spectral coherence of light requires a nonlinear optical interferometer, such as an intensity
Certain nonlinear optical phenomena such as the electro-optic
its a pulse of terahertz frequency through a nonlinear optical process called optical rectification
ering where his personal research focuses on nonlinear optical materials and devices and upon senso
ds on the second order susceptibility of the nonlinear optical medium.
Its crystal form exhibits nonlinear optical properties.
Nonlinear optical chromophore is the molecule has Pock
One can interpret this nonlinear optical interaction as being analogous to a
ling with high optical powers also needs the nonlinear optical phenomena to be taken in account.
interests are in the characterization of the nonlinear optical properties of materials and their te
An optical frequency multiplier is a nonlinear optical device, in which photons interacting
ted to other wavelengths by means of various nonlinear optics processes.
and devices, optical materials, biophysics, nonlinear optics and photonics.
Nonlinear optics often takes advantage of the high pea
ntegration, Ultra-fast optical spectroscopy, nonlinear optics of semiconductors and organic polymer
ications, and with associated fields such as nonlinear optics and quantum optics.
Nonlinear optics
They are especially useful for exotic nonlinear optics experiments, and may eventually lead
Nonlinear optics (NLO) is the branch of optics that de
con Hybrid Systems: a Platform for Practical Nonlinear Optics".
to a second-harmonic-generation crystal (see nonlinear optics) to obtain a signal proportional to (
ding lasers, diffractive optics, holographs, nonlinear optics, and photon statistics.
In nonlinear optics, filament propagation is propagation
His research is in the area of nonlinear optics, including the use of light to model
e entered and changed such diverse fields as nonlinear optics, plasma physics, and ocean, atmospher
topics as guided waves, laser spectroscopy, nonlinear optics, quantum optics, lasers, organic and
In nonlinear optics, the superposition principle no longe
In the language of nonlinear optics, the interacting beams result in a no
an physicist who contributed to the field of nonlinear optics.
the light passes through it, giving rise to nonlinear optics.
It supports linear and nonlinear optimization problems as well as complementa
-Opt", is a software library for large scale nonlinear optimization of continuous systems.
one-shot methods for DAE and PDE constrained nonlinear optimization and optimal control problems,
nsive work in numerical analysis, especially nonlinear optimization and Approximation.
ation) is a multiobjective, multidimensional nonlinear optimization technology.
KNITRO is specialized for nonlinear optimization, but also solves linear program
e significant contributions to the theory of nonlinear parabolic partial differential equations, an
fferential equations: mathematical theory of nonlinear parabolic systems with applications in field
uantitative way, and to study transitions or nonlinear parameters of the system.
ne of the amplifier elements to operate at a nonlinear part of its characteristic and this determin
He studies the theory of nonlinear partial differential equations, and received
iology, chemistry and physics, to systems of nonlinear partial differential equations.
Nonlinear Partial Differential Equations in Applied Sc
His scholarly work focuses on nonlinear partial differential equations.
His more recent research activities include nonlinear phase extensions of complex transforms like
Statistical and Nonlinear Physics
cs, optical physics; statistical physics and nonlinear physics; plasma physics and accelerator phys
VerilogCSP also describes nonlinear pipelines and high-level channel timing prop
dynamics and plasma physics, including basic nonlinear plasma dynamics, Hamiltonian dynamics of few
-free nature of the network is destroyed for nonlinear preferential attachment.
Natali, writing for BD Gest', notes that the nonlinear presentation of the women's stories reinforc
software employs a simplex method, while for nonlinear problems a reduced-gradient method is used .
general nonlinear problems
Some Nonlinear Problems in Riemannian Geometry ISBN 3540607
Solves various linear and nonlinear problems from structural, thermal and fluid
It is especially effective for nonlinear problems whose functions and gradients are e
ontinuous, purely integer, and mixed-integer nonlinear problems can be solved with the software.
ough they are of course used in practice for nonlinear problems, where the Gaussian assumption may
For nonlinear problems, EnKF can create posterior ensemble
y important for the power scaling of various nonlinear processes, and contributions of stimulated s
lso solve mixed integer linear, quadratic or nonlinear programming problems, i.e. problems with var
he name derives from a combination of NP for nonlinear programming and SOL, the Systems Optimizatio
Mixed-integer nonlinear programming
to develop a unified approach to problems of nonlinear programming and (linear and nonlinear) semid
trained optimization, quadratic programming, nonlinear programming, systems of nonlinear equations
ultiplet structures, into the characteristic nonlinear realizations of broken supersymmetry, so tha
image signal; that is, a weighted sum of the nonlinear red, green, and blue signals.
ics with explanations, and curve fitting via nonlinear regression (Windows and Mac).
ic (4 PL) and five parameter logistic (5 PL) nonlinear regression models with many options (remove
Nonlinear regression with many options (remove outlier
ved in Kelso's experiments using a system of nonlinear relations between individual coordinating el
Angrist and Victor Lavy (1999) have used the nonlinear relationship between the local number of stu
Nonlinear relationships
They showed that there are nonlinear representations of the Lorentz lie algebra w
nlocal response : nonlocality means that the nonlinear response is not limited to the exact locatio
Instead the nonlinear response is spread out.
ver, have a very context-dependent (coupled) nonlinear response, which complicates the analysis of
ost optical materials have a relatively weak nonlinear response, meaning that their properties only
notable work includes the theory of perfect nonlinear S-boxes (now known as Nyberg S-boxes), prova

1 2 次へ＞