「mathematical」の共起表現一覧(1語右で並び替え)10ページ目
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scipline, rather than a loose collection of | mathematical subjects suitable for solving some problems |
r-long or half-year programs in specialized | mathematical subjects. |
I, | Mathematical Surveys, No. 7, Providence, R.I.: American |
ls on Roy's stomach, whereas the adverb and | mathematical symbol «Plus» happens to find itself lying |
The Greek letter delta is a standard | mathematical symbol to represent change (and can be thou |
of the control characters are replaced with | mathematical symbols or Greek letters. |
This will allow for support of | mathematical symbols and other symbols in the rendered o |
ed the Lucida family with a full set of TeX | mathematical symbols, making it one of the few typefaces |
A limited TeX-like syntax provides common | mathematical symbols. |
he works in number theory and the theory of | mathematical symmetry. |
r Index ('SQS Index or Smithman Index) is a | mathematical system for the ranking of amateur athletes |
the colors he employed was determined by a | mathematical system for mixing the primary colors in gra |
true propositions-are derivable within the | mathematical system.) |
provisions to embed multiple infix operator | mathematical systems. |
easure the proof-theoretic strength of some | mathematical systems. |
It is not a table in the modern sense of a | mathematical table; that is, it is not a set of numbers |
New | Mathematical Tables (1814). |
The | Mathematical Tables Project was one of the largest and m |
Peter Barlow publishes New | Mathematical Tables and A New Mathematical and Philosoph |
World War II in part to produce specialized | mathematical tables for aiming artillery. |
growing use of scientific calculators, most | mathematical tables went out of use. |
greatly reduced the labour in producing the | mathematical tables needed in astronomy and other fields |
atments of Partial Differential Equations,” | Mathematical Tables and Other Aids to Computation, Volum |
ications needed to tabulate numbers, create | mathematical tables, add, subtract, multiply, reproduce, |
al charity school at Llanfechell, where his | mathematical talents were spotted by the local landowner |
During his high school years he showed | mathematical talents, once demonstrating to his classmat |
He was distinguished for his | mathematical talents. |
He gave the students | mathematical tasks to do at home. |
education of his uncle's children he became | mathematical teacher at Witton-le-Wear, and began also t |
Licentiate in | Mathematical Teaching |
of turbulence, Reynolds decomposition is a | mathematical technique to separate the average and fluct |
eory, automata construction is an important | mathematical technique used to demonstrate the existence |
GLODAP used a | mathematical technique known as C* (C-star) to deconvolu |
filter (or Kalman-Bucy Filter), which is a | mathematical technique widely used in the digital comput |
Hymers was quick to appreciate any new | mathematical technique; the most outstanding example con |
There are no | mathematical techniques for calculation the exact soluti |
ods in general relativity refers to various | mathematical techniques that employ the use of variation |
the background of general theory; including | mathematical techniques used to analyze the Moon's motio |
who pioneered | mathematical techniques for determining atomic structure |
Nowadays, the correct | mathematical term for the Alexandrov topology on spaceti |
The album title comes from a | mathematical term which describes terms in an approximat |
t to be confused with Radius of convexity a | mathematical term. |
It links to the biology term and not the | mathematical term. |
ry or dimension is synonymous with class, a | mathematical term. |
In older | mathematical terminology, the phrase "universal graph" w |
There is also a fact sheet and glossary of | mathematical terms with a school timetable printed on th |
Henry's law can be put into | mathematical terms (at constant temperature) as |
ls applied to understand mirror symmetry in | mathematical terms. |
ouis Pasteur, a 1544 edition of Archimedes' | mathematical text Philosophi ac Geometrae and many impor |
at his own expense Analysis aequationum, a | mathematical text for which he was complimented by Josep |
important influence was exerted through his | mathematical textbooks. |
Hieratic | Mathematical Texts); 1. vyd. |
erage score, calling it an RPG that's "more | mathematical than magical." |
theoretical treatises that were not overly | mathematical, that they could actually use," many artist |
Though the proper definition is | mathematical, that cloud, roughly speaking, is a quasisp |
years of my work at the subject that a good | mathematical theorem dealing with economic hypothesis wa |
e grounds that a new proof of an elementary | mathematical theorem was not notable, apparently overloo |
ation, he wrote a murder mystery based on a | mathematical theorem: Who killed the Duke of Densmore? |
e Laws of Thought, on Which are Founded the | Mathematical Theories of Logic and Probabilities. |
n starting in 1967, for expressing complete | mathematical theories in such a way that an included aut |
of Thought (1854), on Which are Founded the | Mathematical Theories of Logic and Probabilities, should |
was a political scientist, specializing in | mathematical theories of voting. |
int calculi restrict the vocabulary of rich | mathematical theories dealing with temporal or spatial e |
rified, and confirmed James Clerk Maxwell's | mathematical theories of the electromagnetic field durin |
er, in no way precludes the construction of | mathematical theories that formalize large bodies of sci |
t is the proof theoretic ordinal of several | mathematical theories, such as arithmetical transfinite |
medieval monks did discover scientific and | mathematical theories, only to have them hidden or shelv |
e formalized, accurately and completely, as | mathematical theories. |
In the | mathematical theory of tessellations, a prototile is one |
Part 1: | Mathematical Theory and Applications, Springer-Verlag, N |
teven Strogatz in which the two presented a | mathematical theory of the small world phenomenon. |
of this research in the classified report A | Mathematical Theory of Cryptography, Memorandum MM 45-11 |
ract machines in the B method, based on the | mathematical theory of generalised substitutions. |
ographer Johann H. Lambert had enunciated a | mathematical theory of map projections and of the attend |
By July 1943 a | mathematical theory to support the approach had been evo |
ntelligence, developmental biology, and the | mathematical theory of computability, and made important |
a | mathematical theory of the growth of citation networks, |
History of the | Mathematical Theory of Probability from the Time of Pasc |
Mathematical theory of expanding and contracting economi | |
law, out of which came the development of a | mathematical theory of static electricity." |
igh level programming language based on the | mathematical theory of sets. |
A | Mathematical Theory of Natural and Artificial Selection, |
ort also precedes the publication of his "A | Mathematical Theory of Communication", which appeared in |
8 by Claude Shannon in his seminal paper "A | Mathematical Theory of Communication". |
In 1876, Lord Rayleigh published his | mathematical theory to support Russell's experimental ob |
In a 1939 book called The | Mathematical Theory of Non-Uniform Gases, written by Cha |
further developments in the very extensive | mathematical theory of initial value formulations of gen |
He was the first to propose a | mathematical theory of Brownian motion. |
Claude E. Shannon publishes his "A | Mathematical Theory of Communication". |
turned out to play an important role in the | mathematical theory of quasicrystals. |
nctional stochastic differential equations: | mathematical theory of nonlinear parabolic systems with |
t of six axioms forming the basis for a new | mathematical theory for designing systems that would, am |
In the | mathematical theory of functional analysis, the Krein-Mi |
The development of a | mathematical theory of design would be Bose's main preoc |
A nonsingular black hole model is a | mathematical theory of black holes that avoids certain t |
In this area, Evolution has become a | mathematical theory, and any idea of an evolutionary pro |
tion of PTD and its validation by the exact | mathematical theory. |
ago he earned his doctorate in 1937, with a | mathematical thesis on the topic of reflection nebulae. |
anguage ... may have had some effect on his | mathematical thinking"? |
Greek | Mathematical Thought and the Origin of Algebra (MIT Pres |
Proclus, quoted by M. Kline, | Mathematical Thought from Ancient to Modern Times |
of the first buildings erected there was a | mathematical tiled two-storey shop. |
Black | mathematical tiles started to appear in the 1760s, soon |
Brick coloured | mathematical tiles on a bay window in George Street Loca |
In this respect, it is similar to | mathematical tiles-another localised building material i |
e top two floors are laid with black glazed | mathematical tiles-often used in the 18th and 19th centu |
er to the real situation - is a widely used | mathematical tool in advanced sciences and engineering. |
ational number theory, the factor base is a | mathematical tool commonly used in algorithms involving |
Mate is a non-profit online | mathematical tool focusing on simple symbolic and numeri |
contains a standardized catalog (called the | mathematical toolkit) of commonly used mathematical func |
ce for several large projects including the | mathematical tools Maxima, AXIOM and ACL2. |
Tusi taught various | mathematical topics including the science of numbers, as |
He published on a wide range of | mathematical topics, including group theory, game theory |
The | Mathematical Tourist: Snapshots of Modern Mathematics (1 |
Airy, G. B. (1826) | Mathematical Tracts on Physical Astronomy; |
ollege, Cambridge (1853), where he received | mathematical training that was key to his later achievem |
Radon transform, a type of | mathematical transform |
Various | mathematical transformations can then reconstitute the i |
be described by means of relatively simple | mathematical transformations. |
t Excel spreadsheets), and can also perform | mathematical transforms and statistical analyses. |
He wrote a | mathematical treatise upon establishing the volume of a |
Al-Samaw'al wrote the | mathematical treatise al-Bahir fi'l-jabr, meaning "The b |
A Chinese | mathematical treatise, the Zhoubi suanjing (ca. |
in this work, the two Jesuits wrote several | mathematical treatises in the Manchu language which the |
Both are | mathematical treatises and both were purchased in the Lu |
surgery (the Edwin Smith papyrus), Egyptian | mathematical treatises (the Rhind papyrus), Egyptian fol |
lobis coelesti et terrestri, eorum usu [Two | Mathematical Treatises: Of which the First One is about |
pendix containing the majority of Haldane's | mathematical treatment of the subject. |
iginal crystallographic investigations; the | mathematical treatment of many of the problems and metho |
For a rigorous | mathematical treatment, see electromagnetic induction an |
Mathematical treatments of Penrose's ideas on the Weyl c | |
of shape to draw each of the branches, the | mathematical trees generated by this process can be used |
As with | mathematical trees, a segment with index i must be fed b |
Mathematical Treks: From Surreal Numbers to Magic Circle | |
ematician that he was made president of the | mathematical tribunal and instructor of the heir to the |
and tutor in 1832, and was moderator in the | mathematical tripos in 1833-4. |
883 and graduated as Senior Wrangler in the | Mathematical Tripos in 1886. |
1895; he was placed Second Wrangler in the | Mathematical Tripos of 1897. |
tain an honours degree at Cambridge was the | mathematical Tripos examination. |
Mascall was an Anglo-Catholic and took the | Mathematical Tripos at Cambridge. |
Binney took a first class BA in the | Mathematical Tripos at the University of Cambridge in 19 |
ere she studied mathematics, and passed the | Mathematical Tripos in 1880. |
hn's College, Cambridge graduating from the | Mathematical Tripos, 1925 and gaining the Smith's Prize |
went on to achieve high distinction in the | mathematical tripos, and subsequently in the hierarchies |
He graduated in the | Mathematical Tripos, with a First in Part II in 1937 and |
cation: Caius College, Cambridge (Wrangler, | Mathematical Tripos, 1935; MA). |
r, and in 1885 was awarded a "first" in the | mathematical tripos. |
ulted from his coming bottom but one in the | Mathematical Tripos. |
duated B.A., 1853 as a senior optime in the | mathematical tripos; M.A., 1860; D.D., 1876). |
t on to graduate with a triple first in the | Mathematical Triposes at Trinity College, Cambridge, whe |
anslator, and was Treasurer of the European | Mathematical Trust. |
Alan Turing's Turing Test and Turing's the | mathematical Turing Machines and biological achievements |
From 1818 to 1836 Dawes was | mathematical tutor, fellow, and bursar of the newly foun |
Dickinson College in 1842 as classical and | mathematical tutor. |
pefaces that provide full-featured text and | mathematical typesetting within TeX. |
kinds of graphics that are commonly used on | mathematical typesetting. |
was developed specifically for high-quality | mathematical typesetting. |
onsidered to be standards of excellence for | mathematical typography: the books typeset by Addison-We |
ce, trace theory aims to provide a concrete | mathematical underpinning for the study of concurrent co |
The | mathematical underpinnings of the language were heavily |
ical task, it was also an extremely complex | mathematical undertaking. |
However, the International | Mathematical Union uses the English version "Drinfeld", |
He was the President of the International | Mathematical Union from 2003-06 and a Fellow of Queen's |
as also vice-president of the International | Mathematical Union from 1972 to 1974. |
elected Vice-President of the International | Mathematical Union. |
he served as president of the International | Mathematical Union. |
t Mathematics Book of 1994 for his book The | Mathematical Universe. |
It is the oldest | mathematical university society in the United Kingdom an |
e to be "finite" nor "compact" in any other | mathematical usage of the terms. |
For the | mathematical use, see plus and minus signs. |
programming languages, a type variable is a | mathematical variable ranging over types. |
In 1865, Clausius gave the first | mathematical version of the concept of entropy, and also |
Aperiodic tiling and Penrose tiling for a | mathematical viewpoint. |
Peter Hilton, Derek Holton, Jean Pedersen, | Mathematical vistas: From a room with many windows, Unde |
ng] practices, assisted with demonstrations | Mathematical, was able, and sundry times hath by proport |
In the 1690s he opened a | Mathematical Water Theatre known as "Winstanley's Water- |
ntroducing accessories and variants on "the | mathematical windmill." |
dying at Harvard, she had a reputation as a | mathematical wiz, and was recruited into the MIT Blackja |
The | mathematical work found within the tomb was the Book on |
He continued | mathematical work after retiring, for instance as co-edi |
In July 2008 he published a study of the | mathematical work of Lewis Carroll, the creator of Alice |
Flos is also the name of a | mathematical work by Fibonacci. |
ions, and received the Fields Medal for his | mathematical work in 1994 while working at the Universit |
V., some plates for the first edition of a | mathematical work by Tosca, the frontispiece for a book |
His only | mathematical work, published in 1699 was the Opuscula Ma |
Because of some of his | mathematical work, Gabriel was then admitted to Stanford |
ll, he examines Leonhard Euler's impressive | mathematical work. |
He published nothing; in fact, he did no | mathematical work. |
red a critical analysis of the Vilna Gaon's | mathematical work.) |
As technical censor of all | mathematical works written by Jesuit authors, Grienberge |
has also written and edited straightforward | mathematical works such as Readings for Calculus (MAA 19 |
known for his commentaries on classic Greek | mathematical works, in particular, his commentary about |
lectuals who searched for and studied Greek | mathematical works, along with Filelfo, George of Trebiz |
and early humanist, who dedicated two short | mathematical works, both written in 1445, to Toscanelli, |
an integration of the | mathematical world view of modern physics and the mystic |
rming a bridge between the rarefied, highly | mathematical world of theoretical physics proper (such a |
of analytical research in the contemporary | mathematical world." |
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