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Weblio 辞書 > 英和辞典・和英辞典 > mathematicalの意味・解説 > mathematicalに関連した共起表現

「mathematical」の共起表現一覧(1語左で並び替え)

該当件数 : 1923



hybrid automata or hybrid automatons) is a mathematical model for precisely describing systems in w
t to be confused with Radius of convexity a mathematical term.
ommutative geometry, a Fredholm module is a mathematical structure used to quantize the differential
These provide a mathematical model for the cycling of predator and prey
The group is also heading a mathematical network in modelling, estimation and contro
It was first given a mathematical formulation in a set-theoretical framework
However, using a mathematical formula to estimate the effectiveness of co
of turbulence, Reynolds decomposition is a mathematical technique to separate the average and fluct
rogen had been analyzed and found to have a mathematical relationship in the Balmer series.
isher's constant, typically denoted A, is a mathematical constant, related to the K-function and the
Backhouse's constant is a mathematical constant founded by N. Backhouse and is app
et, also known as a Place/transition net, a mathematical representation of discrete distributed syst
The Mittag-Leffler Institute is a mathematical research institute located in Djursholm, a
ion and development of the Kalman filter, a mathematical formulation that is widely used in control
Critchfield (1910 - 12 February 1994) was a mathematical physicist who was chosen by J. Robbert Oppe
al contributions to geophysics, including a mathematical demonstration that rock in the Earth's crus
In the 1690s he opened a Mathematical Water Theatre known as "Winstanley's Water-
The Cavity method is a mathematical method due to M. Mezard, Giorgio Parisi and
ago he earned his doctorate in 1937, with a mathematical thesis on the topic of reflection nebulae.
Random oracles are a mathematical abstraction used in cryptographic proofs; t
ined based on category scores, but not as a mathematical average.
The name refers to the lambda calculus, a mathematical formalism invented by Alonzo Church, with w
Peter Goddard (born 3 September 1945) is a mathematical physicist who works in string theory and co
at his own expense Analysis aequationum, a mathematical text for which he was complimented by Josep
teven Strogatz in which the two presented a mathematical theory of the small world phenomenon.
e appointed day, Camping said he had made a mathematical error.
He thus developed a mathematical model, connecting migration and the evoluti
Flavordynamics (or "Flavourdynamics") is a mathematical model used to describe the interaction of f
ation, he wrote a murder mystery based on a mathematical theorem: Who killed the Duke of Densmore?
of this research in the classified report A Mathematical Theory of Cryptography, Memorandum MM 45-11
s or actuators to follow the sun based on a mathematical formula.
Rather than deriving a mathematical analytical solution to the problem, experim
esponsible for many innovations including a mathematical classification of leaf shapes.
nderstood that the various terms refer to a mathematical object and not the corresponding semiotic s
The Jungles of Randomness: A Mathematical Safari (1997) Wiley ISBN 0-471-16449-6
trategy for eliminating HIV transmission: a mathematical model.
ect function f : A → B can be modelled as a mathematical function f : A ∪ {⊥} → B ∪ {⊥} where ⊥ (bot
observed but are rather inferred (through a mathematical model) from other variables that are observ
ncludes glass curtain walls, decorated by a mathematical fractal pattern, which allows those outside
ographer Johann H. Lambert had enunciated a mathematical theory of map projections and of the attend
The story is told through the eyes of a mathematical genius, Stephen Ezard, who is portrayed as
By July 1943 a mathematical theory to support the approach had been evo
hmian mechanics, which, it turns out, has a mathematical relationship to classical fluid dynamics (s
detic measurements have to be computed on a mathematical reference surface, this surface should have
nk (6 February 1916 - 3 October 2006) was a mathematical physicist, best known for his work on the n
ical diffraction pattern produced by such a mathematical model.
An integer programming problem is a mathematical optimization or feasibility program in whic
(**) this is a mathematical calculation because most of the cameras are
t of differential equations that provided a mathematical explanation for nerve impulses-the "action
Music: A Mathematical Offering, p.232-233.
his father's law firm, but left to become a mathematical instrument maker (working with Henry Hindle
SR1 formula, a mathematical algorithm
r Index ('SQS Index or Smithman Index) is a mathematical system for the ranking of amateur athletes
The Tusi-couple is a mathematical device in which a small circle rotates insi
He entered the computer business as a mathematical programmer at Leo Computers Ltd. (London),
A semantics is a mathematical characterization of a possible behavior of
As a mathematical concept, flux is represented by the surface
to 9. Instead of providing the answer to a mathematical expression entered by the user, it generate
A computational model is a mathematical model in computational science that require
s to engage in coursework and research in a mathematical environment that actively supports women.
Supreme Court case (1978) that ruled that a mathematical algorithm is not patentable if its applicat
From 1943 to 1945, Booth worked as a mathematical physicist in the X-ray team at the British
a mathematical theory of the growth of citation networks,
tional neuroscientists, since it provides a mathematical formalization for the idea that the individ
The infinite alleles model is a mathematical model for calculating genetic mutations.
elated to the trihexagonal tiling than to a mathematical lattice.
the colors he employed was determined by a mathematical system for mixing the primary colors in gra
(1977) A Mathematical Approach to Mathematics Appreciation
Holstein-Primakoff transformation, a mathematical physics transformation
The effective selfing model is a mathematical model that describes the mating system of a
ortex, also known as the Scully model, is a mathematical model for a vortex taking account of viscos
A mathematical study of the Laplace-Gaussian law", Acta Ma
In physics, an empirical formula is a mathematical equation that predicts observed results, bu
, Charlie Hollings and James Winslow, had a mathematical chance of winning the championship heading
ational number theory, the factor base is a mathematical tool commonly used in algorithms involving
hy of mathematics, finitism proposes that a mathematical object (i.e. a well defined abstract entity
are based on the Fast Fourier transform, a mathematical algorithm that quickly extracts the frequen
MathMagic is a mathematical WYSIWYG equation editor, available for Wind
He was a mathematical linguist (vyakarana).
It originated as a mathematical calculation for comparing the results of tw
foams were developed in the 19th century, a mathematical description of the structure is still debat
he first students of Prandtl who provided a mathematical basis for boundary-layer drag but also show
In graph theory, a mathematical discipline, defective coloring is a variant
Lowest common denominator, a mathematical feature
The thirty-six officers problem is a mathematical puzzle proposed by Leonhard Euler in 1782.
"Musica Poetica or musical composition is a mathematical science through which an agreeable and corr
law, out of which came the development of a mathematical theory of static electricity."
is more speculative moments, he "provided a mathematical quasi-demonstration of the inverse-square f
tical scientist Ithiel de Sola Pool wrote a mathematical manuscript, "Contacts and Influences", whil
The Math Instinct: Why You're a Mathematical Genius (Along with Lobsters, Birds, Cats, a
he became interested in life insurance as a mathematical study and read "the best works on life insu
ant (also called the Soldner constant) is a mathematical constant defined as the unique positive zer
A Mathematical Theory of Natural and Artificial Selection,
The Fibonacci Association is a mathematical organization that specializes in the Fibona
t Moritz Stern) of the Stern-Brocot tree, a mathematical structure useful in approximating real numb
Manifold was a mathematical magazine published at the University of War
bonacci sequence is equal to 1.13198824…, a mathematical constant that was later named Viswanath's c
emy of Sciences and Humanities and became a mathematical physics professor at Humboldt University of
is works the term is used fictionally for a mathematical discipline that can be used to predict the
al ellipsoids can be defined by a tensor, a mathematical object which allows the definition of magni
The icosian game is a mathematical game invented in 1857 by William Rowan Hami
Rate-distortion theory: A mathematical basis for data compression, Englewood Cliff
d Trinity College, Cambridge where he was a Mathematical Scholar.
education process students often discover a mathematical knowledge gap of varying size when confront
In graph theory, a mathematical discipline which has applications in comput
In graph theory, a mathematical discipline, factor-critical graph is a grap
S. W. MacDowell and Freydoon Mansouri) is a mathematical object (an action) that is used to derive E
h clubs, the Pirates would still have had a mathematical chance of finishing on top.
p problems with the help of an expert and a mathematical solution.
1890, he went to Peterhouse, Cambridge as a mathematical scholar.
-72 Fletcher pursued summer employment as a mathematical applications computer programmer in industr
A. J. Chorin and J. E. Marsden, A Mathematical Introduction to Fluid Mechanics, 3rd ed., S
was primarily responsible for developing a mathematical formula to supplement Henry's idea of sorti
Joel E. Cohen (born February 10, 1944) is a mathematical biologist.
are equivalent to the root or nth root of a mathematical or logical variable.
Hmmm, I think this is a mathematical certainty..
c and Bruno Marchal, and has come up with a mathematical argument for the multiverse.
ly related to the wave height spectrum by a mathematical model based on linear wave theory and accur
a finished their programme first, leaving a mathematical chance for the Blades if they scored plenty
Put another way, a random oracle is a mathematical function mapping every possible query to a
The album title comes from a mathematical term which describes terms in an approximat
In this area, Evolution has become a mathematical theory, and any idea of an evolutionary pro
The infinitely small is a mathematical quantity and has all its properties in comm
Eilenberg's inequality is a mathematical inequality for Lipschitz-continuous functio
ndon, where in 1758 he was apprenticed to a mathematical instrument maker.
ld first write a program and then provide a mathematical proof of correctness.
From a mathematical, or mathematical biology viewpoint an inter
He was the first to propose a mathematical theory of Brownian motion.
cently he has been invited to choreograph a mathematical dance piece at Goldsmiths College in London
He is married to Rukmini Dey, a mathematical physicist at HRI.
One starts with a mathematical specification of what a program is supposed
GLODAP used a mathematical technique known as C* (C-star) to deconvolu
Flos is also the name of a mathematical work by Fibonacci.
likelihood sequence estimation (MLSE) is a mathematical algorithm to extract useful data out of a n
When a mathematical recipe says "multiply all the numbers in th
programming languages, a type variable is a mathematical variable ranging over types.
dying at Harvard, she had a reputation as a mathematical wiz, and was recruited into the MIT Blackja
Current algebra is a mathematical framework in quantum field theory where the
Equant (or punctum aequans) is a mathematical concept developed by Claudius Ptolemy in th
artificial heart and the construction of a mathematical model to predict the behavior of developed
He wrote a mathematical treatise upon establishing the volume of a
tions and variables that form the core of a mathematical model.
uation) is a covariance equation which is a mathematical description of evolution and natural select
The universal parabolic constant is a mathematical constant.
o this restriction, variables are used in a mathematical sense, with identifiers referring to immuta
The Curtis-Hedlund-Lyndon theorem is a mathematical characterization of cellular automata in te
Evolution is a mathematical model of a simplified ecosystem of foxes an
an ambient space is the space surrounding a mathematical object.
The Dickinson System was a mathematical point formula that awarded national champio
ry or dimension is synonymous with class, a mathematical term.
In 2005 the RAND Corporation developed a mathematical model of the cost of a wide variety of HIV
rest of his working life there serving as a Mathematical Lecturer, Bursar and finally Master until h
Lieb's square ice constant is a mathematical constant used in the field of combinatorics
This is, of course, an example of a mathematical difficulty (divergence to infinity of the d
oriented matrix programming language with a mathematical and statistical function library, developed
The Komornik-Loreti constant is a mathematical constant that represents the smallest numbe
the cave contains a gap with a number or a mathematical expression on both sides, which form a barr
les Standish, Jr. (born March 5, 1939) is a mathematical astronomer and a former professor at Yale U
He held a mathematical fellowship while a student at Princeton.
He then obtained a job as a Mathematical Physicist at the British Rayon Research Ass
herman, Kurt Hugenberg, and Carla Groom), a mathematical model that allows researchers to quantify t
He became a mathematical professor at the East India College at Hail
Messengers: "It's a mathematical certainty that somewhere among the millions
stically checkable proofs-a way to recast a mathematical proof in computer language for additional c
Mike Lesser (born 1943 in London) is a mathematical philosopher and political activist.
of the first buildings erected there was a mathematical tiled two-storey shop.
filter (or Kalman-Bucy Filter), which is a mathematical technique widely used in the digital comput
In addition, he showed that, due to a mathematical misunderstanding and the presence of a know
Using a mathematical approach, specifically geometric models, Go
The prize is awarded for a mathematical monograph of an expository nature presentin
Aperiodic tiling and Penrose tiling for a mathematical viewpoint.
V., some plates for the first edition of a mathematical work by Tosca, the frontispiece for a book
It is not a table in the modern sense of a mathematical table; that is, it is not a set of numbers
Junction trees are a specialized type of a mathematical structure known as a tree.
oint is computer software that implements a mathematical model of conditions leading to errors in te
ion of margins and uncertainties (QMU) is a mathematical formalism developed within the U.S. nuclear
Assyriology, had induced him to undertake a mathematical investigation of the Babylonian astronomica
ing fastest lap of the race - to maintain a mathematical chance of winning the championship, droppin
Black-bag cryptanalysis is in contrast to a mathematical or technical cryptanalytic attack.
as the propounder of Kulandaiswamy model, a mathematical model for the rainfall-runoff relationship
The development of a mathematical theory of design would be Bose's main preoc
d on efficient algorithms for problems of a mathematical (often geometric) flavor that arise in Comp
A nonsingular black hole model is a mathematical theory of black holes that avoids certain t
ormal semantics of a language is given by a mathematical model that describes the possible computati
Series A, Mathematical and Physical Sciences, Volume 407, Issue 18
Series A, Mathematical and Physical Sciences Vol. 273 p. 99-118
Cundy H.M and Rollett, A.P. Mathematical models, 2nd Edn.
Misner space is an abstract mathematical spacetime, discovered by Charles Misner of
Most of the abstract mathematical and theoretical work is sterile because it
he teams listed below have already achieved mathematical qualification for the 2011-12 season.
tely teaching mathematics and was acquiring mathematical apparatus for the Department of Mathematics
n physics are Godel-undecidable, the actual mathematical structure describing our world could still
Ages by Witelo, but due to lack of adequate mathematical instruments (trigonometric functions) their
t Egyptian texts discussing administrative, mathematical and medical topics.
one of the only sources of Green's advanced mathematical knowledge.
dge, arcane philosophical insight, advanced mathematical knowledge, and ESP.
ics saw him get into a research on advanced mathematical logic.
ms at demonstrating how the use of advanced mathematical modelling and computer simulation can contr
t courses (Differential Equations, Advanced Mathematical Modeling, Linear Algebra, Microbiology, Hum
                                                                                                    


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