「THEORY」の共起表現(1語右で並び替え)2ページ目

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relationships between number	theory and musical scales
The boundaries between	theory and phenomenology, and between phenomenology a
century Chinese fiction and film, postcolonial	theory and critical and cultural theory.
was a charter member of the Society for Music	Theory and served as its vice president and president
ician who worked mostly in the fields of Chaos	Theory and Systems Biology.
mbda calculus and functional programming, type	theory and constructive mathematics, computational co
0s, Dworkin wrote 10 books on radical feminist	theory and practice.
ining spot on the MTV2 Presents Tour with Apex	Theory and Lostprophets also allowed the band to prev
His research focus is in superstring	theory and particle physics, specifically related to
hulme Mathematics Prize for his work on number	theory and diophantine geometry.
He is particularly active in graph	theory and recognized for his work on planar graphs a
Black-Body	Theory and the Quantum Discontinuity, 1894-1912.
He specializes in graph	theory and has written several textbooks on the subje
ntal science is a constant interchange between	theory and fact, induction and deduction.
	Theory and Decision Library: An International Series
taught numerous courses in composition, music	theory, and performance practice.
ancione is known for his work on animal rights	theory, and was the first academic to teach it in an
In complexity	theory and graph theory, induced subgraph isomorphism
icist and entrepreneur, with interest in chaos	theory and complexity.
Anneli Arho was born in Helsinki and studied	theory and composition at the Sibelius Academy with J
ehold Economy and Archaeology: some aspects of	theory and applications.
	Theory and Modelling of Biological Systems
ed to the fields of statistical physics, chaos	theory, and theoretical condensed matter physics.
Family Worship in	Theory and Practice.
His 2003 book Information	Theory and Evolution set forth the view that the phen
Institute of World Culture and held a chair in	Theory and History of World Culture at the Moscow Uni
His work on Geometric Invariant	Theory and on Schubert varieties is widely recognized
rom a young age as being developed in both the	theory and practice of Buddhism and so was revered as
mbic, Martin Charles (1980), Algorithmic Graph	Theory and Perfect Graphs, New York: Academic Press .
In 1870, he became teacher of	theory and composition at the Stern Conservatory.
Later, he worked on potential	theory and complex analysis.
ttention to the emergence of the Dynastic Race	Theory”, and claimed that European scholars supported
lar, he is best known for his work on cultural	theory, and the People's Geography Project..
earch interests as "the application of Marxist	Theory and Existential Theory to human personality.
The union of synthesis, measurement,	theory, and engineering allows ANSER to create except
developed new experimental methods with their	theory, and applied these in experiments on quarks at
Tim Tucker, college professor on psychic	theory and admirer of Macalousso, is being violent to
s and systems, nonlinear dynamics, bifurcation	theory, and chaos theory.
mic interests include taxation of land, voting	theory, and political philosophy.
s and Michael David Hazen, eds., Argumentation	Theory and the Rhetoric of Assent.
He studied	theory and composition with the Swiss composer Hans U
The Socialist Economy,	Theory and Application, Information and Educational D
He has taught classes from trumpet to music	theory and from film scoring to music business.
so made leading contributions to quantum field	theory and string theory in the areas of dyon-fermion
He was known for his work in number	theory and for his mathematics textbooks, including t
Market Demand:	Theory and Empirical Evidence, Princeton University P
dic Expression in the Songs of Irving Berlin,"	Theory and Practice 26 (2001): 21-85.
He specialised in logic and economic	theory, and was selected as a Student of Nuffield Col
ve made contributions which complement Freud's	theory and delve into what were hitherto unexplored r
affiliated with Khukuri, a website on Marxist	theory, and Revolution in South Asia, which primarily
try, differential geometry, geometric function	theory, and the geometry of partial differential equa
tten a book on property rights, a book on game	theory, and another about conservative Canadian polit
He taught courses in evolutionary	theory and human origins, zoology and anthropology.
st active in the fields of quantum information	theory and quantum computing.
e hundred articles and books about educational	theory and practice.
Computational Geometry:	Theory and Applications (CGTA)
Carlo Rovelli and Lee Smolin, Knot	theory and quantum gravity, Phys.
ted as posing a dual movement from practice to	theory, and from theory to practice.
How Time Acquired a Consummation Apocalypse	Theory and the End of the World (1995) 21-37(compilat
There are some similarities between both the	theory and practice of Victorian Mesmerism and hypnot
The Planet Saturn - A History of Observation,	Theory and Discovery (1962), and The Planet Uranus -
His breakthrough textbook,	Theory and Practice of Crown and Bridge Prosthesis, n
1980s, Siegel invented covariant string field	theory and began to pioneer research in string field
g is provided in instrument education, musical	theory and ensemble activities.
He has conducted research into unified field	theory and the Maharishi Effect.
at Lazio, he also qualified as a professor of	Theory and Methodology of Sport Training at Rome's Un
usic starting in 1916, with Joseph Marx (music	theory) and Franz Schreker (composition).
Distance Points: Studies in	Theory and Renaissance Art and Architecture MIT Press
Discrimination Law:	Theory and Context (with C. O'Cinneide and M. Malik,
el view to the field of psychological decision	theory, and has seen use as a textbook, both for Baro
and played in the Los Angeles-based bands Mad	Theory and Scattergood, which led to a recording cont
In describing his	theory and cure for drapetomania, Cartwright relied o
h and teach about computer vision, information	theory, and statistical pattern recognition.
She is a specialist in the	theory and history of mathematics and logic.
oinformatics include and rely heavily upon the	theory and practical implications of geodesy.
ely in plasma physics, fluid dynamics, kinetic	theory and quantum fluids.
a semantic framework that is based in category	theory and has a syntax similar to that of Pascal or
s a mathematical physicist who works in string	theory and conformal field theory.
e behavior and the problem of linking economic	theory and measurement.
the University of Texas where he studied music	theory and tenor saxophone.
Catastrophe	Theory and Its Applications, with Ian Stewart
is a conjectured equivalence between a string	theory and gravity defined on one space, and a quantu
armaceutical Research", Journal of Statistical	Theory and Applications, 2 (2), 198-214.
views on such things as apologetics, political	theory and philosophy.
taught private and group trumpet, bass, music	theory and improvisation courses.
easurements drove many developments in quantum	theory and atomic physics.
Orientalism: History,	Theory and the Arts (1995)
He teaches in literary	theory and early modern texts, in early modern women
as "rife with anti-Jewish conspiracy	theory and Holocaust denial."
th Paul G. Richards, "Quantitative Seismology:	theory and methods".
ructure calculations within density functional	theory and density functional perturbation theory, us
unction Pprior is completely unknown in string	theory and may be impossible to define or interpret i
David Sorkin, "Wilhelm Von Humboldt: The	Theory and Practice of Self-Formation (Bildung), 1791
apers with Paul Fong in modular representation	theory and Deligne-Lusztig theory.
tor (with Richard C. Marston) of Exchange Rate	Theory and Practice (1984, University of Chicago Pres
to the issues raised by this conflict between	theory and observation as "difficulties" that were "u
Black-Body	Theory and the Quantum Discontinuity : 1894-1912 (198
the United States, both that of revolutionary	theory, and that of revolutionary organization.
raph series International Symposia in Economic	Theory and Econometrics, and Editor of the journal Ma
The first volume of Polchinski's String	Theory and Zwiebach's A First Course in String Theory
azz ensembles and marching band in addition to	theory and history courses.
From 1951 to 1966, he taught music	theory and composition at the Music Academy Warsaw.
sted the CFT dual is a Monster conformal field	theory, and computed the entropy of BTZ black holes.
s, multiple before school rehearsals and music	theory and history classes, called the Arts-Etude pro
cholar of Medieval and Renaissance History and	Theory and is the former chair of the UC Davis music
However, other scholars disregard this	theory and consider that originally Rudras and Maruts
ard "For contributions to communication system	theory and its use in radar contact with Venus"
QED is not the full	theory, and the standard model does not have many pos
d into two fundamental theories: quantum field	theory and general relativity.
neers in the field of computational complexity	theory, and he also worked in the field of distribute
, economics, innovation, measurement and value	theory, and were delivered with directness and enthus
as a long and influential study on educational	theory and the education of women.
Harmony, its	Theory and Practice (1889, rev.
ardelli is well-known for his research in type	theory and operational semantics.
ntial equations, topological dynamical systems	theory and non-standard analysis.
s an active researcher in the area of category	theory and logic.
Americans often learned musical	theory and composition in Europe or from European mus
ne of the founders of ecological modernization	theory and a proponent of a steady state economy.
Chartrand, Gary (1981), The	Theory and Applications of Graphs, Wiley .
His capstone thesis was about sequential art	theory and relating time theory in comics to training
Genetic Linguistics: Essays on	Theory and Method, edited by William Croft.
String	theory and Loop quantum gravity are leading candidate
hematician and author who specializes in graph	theory and combinatorics.
Computer science	theory and the teaching of polymorphism in particular
is research, C. S. Holling has blended systems	theory and ecology with simulation modeling and polic
eralism, postcolonialism, postmodernism, queer	theory, and popular culture.
n 1911 and from that point occupied himself in	theory and practice with the Jewish music tradition.
Applying	theory and research to learning Japanese as a foreign
s touched on the areas of probability, ergodic	theory, and most importantly, harmonic analysis.
y is a contemporary advocate of the Jesus Myth	theory and author of The Jesus Puzzle.
the managing editor of the journal Probability	Theory and Related Fields from 2000-2005, and was app
mathematician who made contributions to group	theory and combinatorics.
ibutions to the concept of trust by using game	theory and signalling theory.
p a blog where he 'writes mainly about Marxist	theory and art'.
l used in topological periodic and fixed point	theory, and dynamical systems.
He worked mainly in graph	theory, and is known for introducing a graph-theoreti
itten with Stanley Cohen: Escape Attempts: The	Theory and Practice of Resistance to Everyday Life.
ferential equations, integral geometry, number	theory) and in physics.
History,	Theory and Criticism
1995, Fuzzy Sets and Fuzzy Logic:	Theory and Applications, with Bo Yuan, Prentice Hall,
pioneers in the application of modern literary	theory and information technology within classical st
He pioneered the	theory and formalisms of medical concept representati
After his graduation he studied music	theory and analysis at King's College in London.
n Studies is the scholarly venue for political	theory and applications.
es on Civil War, the IR of Ethnic Conflict, IR	Theory, and the Advanced IR Workshop.
Glazer, Amihai, and Hirshleifer, David, Price	theory and applications: Decisions, markets, and info
Postmodernism, in International Postmodernism:	Theory and Literary Practice ed.
ffers two Advanced Placement courses: AP Music	Theory and AP Studio Art.
s' equation, the Burgers vector in dislocation	theory and the Burgers material in viscoelasticity.
	Theory and Practice
“Beyond Self-Interest: The Political	Theory and Practice of Evangelical Women in Antebellu
Homiletics: A Manual of the	Theory and Practice of Preaching (1922)
en is the Director of the Institute for Fusion	Theory and Simulation (IFTS) at Zhejiang University.
ests include General Relativity, Quantum Field	Theory and Cosmology.
Jan L. A. Van De Snepscheut, Trace	Theory and VLSI Design, Lecture Notes in Computer Sci
ilation franchises such as the Deep Heat, Kaos	Theory and 100% ranges.
research lying at the intersection of systems	theory and graph theory.
heme with the intent to bridge the gap between	theory and practice.
e Ohio State University Press book series, The	Theory and Interpretation of Narrative.
regress refers to a loop of dependence between	theory and evidence.
But for Lakatos, "It is not that we propose a	theory and Nature may shout NO rather we propose a ma
non Award for his contributions to information	theory, and the 2011 IEEE Richard W. Hamming Medal.
In information	theory and machine learning, information gain is an a
sis and well established groups in Probability	theory, and Mathematical statistics.
formula, which is important in conformal field	theory and topological field theory, is named after h
Weinberg has also worked in legal	theory and jurisprudence, most recently contributing
l attention to oil supply, especially peak oil	theory, and related issues.
Design	theory and -history
In her book Political	Theory and the Displacement of Politics (Cornell, 199
In probability	theory and statistics, the poly-Weibull distribution
ife: A Re-Examination of the Psycho-Analytical	Theory and Technique" Publisher: Karnac Books, 1983,
(1983) Interaction Between	Theory and Observation, World Development
He worked in number	theory and on geometry, particularly polyhedra, where
Jazz and the Classical Guitar:	Theory and Application (with companion CD), Mel Bay P
sbaum formula, and introduced Auslander-Reiten	theory and Auslander algebras.
In loose terms he is a sceptic on literary	theory, and a follower of the tradition of William Em
It is also the action for noncritical string	theory and dimensional reduction of higher dimensiona
mic Organization: Key Elements and Patterns in	Theory and History (Basil Blackwell, 1990).
But Venkat is sure about his	theory and wants to try out in reality with real play
appeared in her doctoral thesis Random Matrix	Theory and zeta functions.
Hobgood also created an academic course,	Theory and Pedagogy (RHCS 333), to be taught every sp
His main area of work was in number	theory and mathematical analysis; he proved a number
Part 1: Mathematical	Theory and Applications, Springer-Verlag, New York (1
d of several books, most notably Approximation	Theory and Methods .
College Life: Its	Theory and Practice 1867, Harper, New York.
d defined the Fitting subgroup in finite group	theory and the Fitting decomposition for Lie algebras
s to Realist thinking, including communitarian	theory and the questions raised by the World Order Mo
ger professor Shantanu (R. Madhavan) about his	theory and tells him to get three students to try out
is part of the yoga of weights, uniting Hodge	theory and the l-adic Galois representations.
s subfields of mathematics (particularly graph	theory) and chemistry, but can be adapted to other fi
rld: A Study of International Privatization in	Theory and Practice, Thomson Learning, ISBN 030431527
entitled ‘Elements of the	Theory and Practice of Physic and Surgery,' London, 1
own for his contributions in mechanics, matrix	theory and Lie group theory.
the fundamental string (or F-string) of string	theory and its magnetic dual, the NS5-brane, the most
He studied gauge	theory and weak interactions.
Catechetics: or,	Theory and practise of religious instruction (1918)
Ergodic	Theory and Dynamical Systems, pp.
Imbrie taught composition,	theory, and analysis at Berkeley from 1949 until his

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