「mathematical」の共起表現一覧(1語左で並び替え)4ページ目
該当件数 : 1923件
Kovalevskaya Award in 2006 and the European | Mathematical Society Prize (2008). |
gas must be used for better results or even | mathematical correction, if no gas offers a satisfactory |
tion of PTD and its validation by the exact | mathematical theory. |
These machines examined | mathematical and physical analogies that underlay analog |
and formerly the property of the exceptioal | mathematical physicist Arthur_Schuster. |
2009 GAMS supports extended | mathematical programs (EMP) |
There is extensive | mathematical research on the problem of uniqueness of so |
further developments in the very extensive | mathematical theory of initial value formulations of gen |
tion disks are yet known due to the extreme | mathematical difficulty of constructing them. |
theless ranked second in Cambridge's famous | mathematical examination, the tripos, for which he sat i |
ty of Pennsylvania, commented that very few | mathematical models of disease transmission take host be |
It is named after the Finnish-American | mathematical statistician Wassily Hoeffding. |
with the explicit goal of providing a firm | mathematical foundation for the study of physics. |
s which put the design of filters on a firm | mathematical footing. |
Moretus is the author of the first | mathematical dissertations ever defended in Prague. |
n about Life Annuities is seen as the first | mathematical approach of chance and probability. |
He also developed the first | mathematical description of dipole-dipole interactions i |
Mann wrote the first | mathematical book on the design of experiments, . |
In 1865, Clausius gave the first | mathematical version of the concept of entropy, and also |
The first | mathematical research began in late 1950s (U.S. Patent 3 |
cle was a diplomat so he attended his first | mathematical lectures in Italy when he was 13. |
tion type is often denoted A → B, following | mathematical convention, or BA, based on the fact that t |
oretical basis of blocking is the following | mathematical result. |
In addition to the above fonts, | mathematical fonts for Lucida Bright, Lucida Sans, Lucid |
e set up a computer graphics laboratory for | mathematical experiments. |
1999 Dannie Heineman Prize for | Mathematical Physics with Barry M. McCoy and Tai Tsun Wu |
Grattan-Guinness' The Search for | Mathematical Roots 1870-1940 is a sweeping study of the |
Even if Metamath is used for | mathematical proof checking, its algorithm is so general |
Since PostScript uses RPN style for | mathematical operations, the argument to pst-plot must b |
tor Centre (completed 1992), the Centre for | Mathematical Sciences (Cambridge) (completed 2003), the |
The Centre for | Mathematical Sciences (or CMS) at the University of Camb |
he website did not support LaTeX markup for | mathematical formulas, which was added later. |
tandard library provides strong support for | mathematical operations, I/O, persistence, thread contro |
The Institute for | Mathematical Sciences was first created in 1934 next to |
shments with a similar name, see Centre for | Mathematical Sciences (disambiguation). |
Institute for | Mathematical Sciences |
onsidered to be standards of excellence for | mathematical typography: the books typeset by Addison-We |
It is housed in the Centre for | Mathematical Sciences site in West Cambridge, alongside |
For | mathematical purposes, the axiom "There exists an induct |
of Kyoto University Research Institute for | Mathematical Sciences, Omron Tateisi Electronics Co., an |
uzhin was first a student at the School for | Mathematical and Navigational Sciences in Moscow and the |
Fermat Prize for | mathematical research (1991) |
director of the Isaac Newton Institute for | Mathematical Sciences and, until 2004, Master of St John |
s, Director of the Manchester Institute for | Mathematical Sciences (MIMS), and Head of the Numerical |
Dannie Heineman Prize for | Mathematical Physics, from the American Physical Society |
He developed new methods for | mathematical and computational modeling and expanded the |
Roof of the Centre for | Mathematical Sciences |
Okubo Prize from the Society for | Mathematical Biology and the Japanese Society for Theore |
tutions with a similar name, see Centre for | Mathematical Sciences (disambiguation). |
ding, but not limited to, the Institute for | Mathematical Behavioral Sciences (IMBS, headed by Donald |
The Isaac Newton Institute for | Mathematical Sciences is an international research insti |
For | mathematical calculations, the Statistical Lab uses the |
Economics and director of the Institute for | Mathematical Behavioral Sciences at the University of Ca |
For | mathematical models of computers, see Model of computati |
ociety and is a Fellow of the Institute for | Mathematical Statistics and of the IEEE. |
tical physics, a Penrose diagram (named for | mathematical physicist Roger Penrose) is a two-dimension |
Shanti Swarup Bhatnagar Award for | Mathematical Sciences, 1977 |
He was a pioneer in using computers for | mathematical calculations, and is noted for work done wi |
ty of Warsaw's Interdisciplinary Centre for | Mathematical and Computational Modelling. |
Theoretical Physics is based at Centre for | Mathematical Sciences. |
and was formerly the Assistant Director for | Mathematical and Physical Sciences for the US National S |
The library at the Centre for | Mathematical Sciences at the University of Cambridge is |
rom 1951-1960) who developed techniques for | mathematical optimisation |
88 to 1998) director of UCI's Institute for | Mathematical Behavioral Sciences. |
He was king's engineer for | mathematical instruments. |
Mathai established the Centre for | Mathematical Sciences, Palai, Kerala, India. |
s building adjoins the Cambridge Centre for | Mathematical Sciences. |
eived in 1968 the Dannie Heineman Prize for | mathematical physics and received an honorary doctorate |
a lot of attention to the spacing rules for | mathematical formulae. |
Panorama View of the Centre for | Mathematical Sciences |
and he was a pioneer in using computers for | mathematical calculations. |
en doing symbolic programming from a formal | mathematical specification the use of indirection can be |
stable and unstable manifolds give a formal | mathematical definition to the general notions embodied |
earch was the first to summarize the formal | mathematical methods in the field of Operations Research |
a language for writing strictly formalized | mathematical definitions and proofs, a computer program |
language that allows the use of Fortran-77 | mathematical and character expressions, macros, control |
Louis Michel was a French | mathematical physicist at IHES. |
essary and sufficient appears to arise from | mathematical ideas about the reducibility of n-adic rela |
1976 L. R. Ford award from | Mathematical Association of America for excellence in ex |
It was derived from | mathematical calculations that considered both brillianc |
try, and many expository works ranging from | mathematical logic to theoretical physics. |
nnection with concrete problems coming from | mathematical physics), the problem of moments, classical |
It also differs from | mathematical languages that are concerned with the expre |
red a critical analysis of the Vilna Gaon's | mathematical work.) |
mathematics after reading Martin Gardner's | mathematical games column in Scientific American. |
that lacks quotient types to model general | mathematical sets. |
e explained as a consequence of the general | mathematical properties of social network graphs. |
, Pixel Bender can also be used for general | mathematical operations which would benefit from the har |
-Semitic policies taking root in the German | mathematical establishment, publishing an article critic |
Begriffsschrift was reviewed in the German | mathematical literature, see Vilko (1998). |
17, 1745 (or c.1747), Leipzig) was a German | mathematical historian (Mathematikhistoriker) and theolo |
president for a two-year term of the German | Mathematical Society. |
In 1948, he re-established the German | Mathematical Society, and was the chairman until 1952, w |
1933 in Gelsenkirchen, Germany) is a German | mathematical physicist, currently a visiting professor i |
Due to his success in helping to give | mathematical research a sound financial footing, he earn |
roblem solving environment in which a given | mathematical model built to solve a specific problem cou |
e top two floors are laid with black glazed | mathematical tiles-often used in the 18th and 19th centu |
years of my work at the subject that a good | mathematical theorem dealing with economic hypothesis wa |
His great | mathematical achievements were recognized by his early e |
John Bird (1709-1776), the great | mathematical instrument maker, was born at Bishop Auckla |
ir Andrew is inarguably one of the greatest | mathematical biologists of the 20th Century. |
Greek | Mathematical Thought and the Origin of Algebra (MIT Pres |
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 |
He disputed the standard story of Greek | mathematical discovery, in which the discovery of the ph |
pendix containing the majority of Haldane's | mathematical treatment of the subject. |
atics was such that he lectured the Harvard | Mathematical Club on four-dimensional bodies. |
Cui stated, "[Zhang Heng's] | mathematical computations exhausted (the riddles of) the |
Hieratic | Mathematical Texts); 1. vyd. |
on for this observation is seen in the high | mathematical competency level that these disciplines req |
was developed specifically for high-quality | mathematical typesetting. |
is, with less treatment given to the higher | mathematical or derivative aspects of the subject. |
l School for Boys in order to follow higher | mathematical studies). |
June 16, 1905 he became professor of higher | mathematical analysis at Stockholm University College an |
d 450 out-of-work clerks to tabulate higher | mathematical functions, such as exponential functions, l |
curity Agency (NSA) to perform higher-level | mathematical calculations. |
ferential equations, and other higher-order | mathematical questions. |
rming a bridge between the rarefied, highly | mathematical world of theoretical physics proper (such a |
ucture of proteins, specifically to use his | mathematical abilities to determine possible helical str |
He is currently pursuing his | Mathematical studies at Yarmouk University, Jordan. |
He continued his | mathematical education at the University of Bonn having |
His | mathematical skills landed him with the Great Trigonomet |
He has received many awards for his | mathematical research, including the Coxeter-James Prize |
His knowledge of languages, his | mathematical and classical attainments, his excellent qu |
for the board of longitude, and two of his | mathematical papers were presented to the Royal Society, |
d can claim more than 80 descendants in his | mathematical genealogy. |
He was distinguished for his | mathematical talents. |
Because of some of his | mathematical work, Gabriel was then admitted to Stanford |
Ramanujan's only recommendation was his | mathematical notebooks, which are preserved in the Madra |
d in them, and recommended Ramanujan to his | mathematical friends in Madras. |
His | mathematical lectures roused so much enthusiasm that the |
However, the majority of his | mathematical research centers around empirical processes |
ressed by what he saw as the decline of his | mathematical powers. |
pport their son, he decided to continue his | mathematical studies and prepared for the master examina |
His | mathematical interests include probability, Brownian mot |
anguage ... may have had some effect on his | mathematical thinking"? |
His | mathematical homepage includes a few anti-war statements |
He bequeathed his | mathematical library to the College. |
Folkman was despairing that he had lost his | mathematical skills. |
In 1876, Lord Rayleigh published his | mathematical theory to support Russell's experimental ob |
Among his | mathematical accomplishments was the discovery and proof |
His | mathematical contributions include quasi-Newton methods, |
His | mathematical education continued at the Leningrad Second |
lectures of William Leechman, continued his | mathematical studies under Robert Simson, and heard the |
His | mathematical methods were famous, but he was also an imp |
hirsted for a possibility to write down his | mathematical calculations involved in the discovery. |
ion and in the survival of species; for his | mathematical models applying the theory of games to evol |
Also, his | mathematical equations were used in forecasting supply a |
on the first lap, so Perez's win keeps his | mathematical chance of closing up the Venezuelan's big p |
important influence was exerted through his | mathematical textbooks. |
teen years old, received some help from his | mathematical parent. |
His | mathematical contributions have been to probability, to |
reliance on cargo ships led him to turn his | mathematical skills to problems in navigation. |
His | mathematical skills led to his proposing a number of inn |
thed to the library of Sion College all his | mathematical books, astronomical instruments, notes, map |
ions, and received the Fields Medal for his | mathematical work in 1994 while working at the Universit |
out the Earth's structure were correct, his | mathematical and physical reasoning was unsound. |
versity of California, San Diego houses his | mathematical books. |
r develops and defends his own views in his | Mathematical Memoirs, and in his paper in the Philosophi |
ineer or stockbroker in order to pursue his | mathematical studies. |
al charity school at Llanfechell, where his | mathematical talents were spotted by the local landowner |
But when planets hold | mathematical aspects that are discordant across regions |
Sam Howison, | mathematical finance |
se and completely comprehensible by a human | mathematical mind". |
I, | Mathematical Surveys, No. 7, Providence, R.I.: American |
works as a system and developing idealized | mathematical models to be used to address questions of c |
Tau optionally implements | mathematical induction (both strong and weak). |
Bhaskara's probably most important | mathematical contribution concerns the representation of |
eory, automata construction is an important | mathematical technique used to demonstrate the existence |
His most important | mathematical result, published in 1955, is the so-called |
ll, he examines Leonhard Euler's impressive | mathematical work. |
Clifford Algebras and Their Applications in | Mathematical Physics, co-edited with A.K.Common (Reidel |
In | mathematical set theory, a strongly compact cardinal is |
In | mathematical optimization, Bland's rule (also known as B |
In | mathematical logic, pattern calculus is a formalism that |
in experimental physics in 1948, and one in | mathematical physics a year later. |
mathematics (1972), two masters degrees in | mathematical logic (1974) and statistics (1979), and a P |
In | mathematical physics, a spacetime manifold is globally h |
ime to continue his important researches in | mathematical astronomy, and the pages of the Comptes ren |
In recognition of major breakthroughs in | mathematical research, the institute has an annual prize |
made important and advance contributions in | Mathematical physics as well as work on the theory of re |
In | mathematical analysis, Bernstein's inequality is named a |
In | mathematical physics, Kundt spacetimes are Lorentzian ma |
In | mathematical logic, biconditional introduction is the ru |
In | mathematical logic, simplification (equivalent to conjun |
In | mathematical logic, a literal is an atomic formula (atom |
e upper parietal lobe, a region involved in | mathematical reasoning and spatial representation. |
ple, several math puzzles were presented in | Mathematical Goodbye). |
nd lecturer, Gottlieb received his Ph.D. in | mathematical logic at Brandeis University and later beco |
In addition to his work in | mathematical research, he has written articles on the na |
n MSc in mathematics with specialization in | mathematical foundations, writing his thesis about forci |
involves exercises in developing proofs in | mathematical logic. |
In | mathematical number theory and computer science, a Morto |
Born in Istanbul, he received his BA in | Mathematical and Astronomical Science in 1945. |
In | mathematical physics FRG was used to prove renormalizabi |
He was educated in | mathematical and other military sciences in Schemnitz an |
In | mathematical notation; |
n 1912: "On the ground of his researches in | mathematical physics." |
ter the Second World War and specialised in | mathematical logic. |
In | mathematical physics, VSI spacetimes are Lorentzian mani |
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