「mathematical」の共起表現一覧(1語左で並び替え)5ページ目
該当件数 : 1923件
| n recent years most of his work has been in | mathematical issues related to quantum computation and q |
| Licentiate in | Mathematical Teaching |
| n American mathematician who specialized in | mathematical biology and numerical analysis, inventor of |
| ELSYS also specializes in | mathematical modeling, analysis of dynamic systems, spec |
| In | mathematical logic, an axiom schema (plural: axiom schem |
| In | mathematical order theory, an order-embedding is a speci |
| His interest in | mathematical models in sociology took him to Columbia Un |
| PSRC-funded Centre for Doctoral Training in | mathematical analysis. |
| He took a master's degree in | mathematical logic at the University of Oslo in 1974, an |
| nstitution and developed a keen interest in | mathematical modeling influenced by the work of Thomas S |
| A Course In | Mathematical Analysis Vol II, part I Translated by O. Du |
| In | mathematical physics, a metric describes the arrangement |
| In | mathematical logic and computer science, the Kleene star |
| During 1895-1896 he was instructor in | mathematical physics at the University of Chicago, after |
| 1983, a Master of Science in Engineering in | Mathematical Sciences in 1985 and a Doctor of Philosophy |
| Himmelblau's function, In | mathematical optimization |
| Bentley received a B.S. in | mathematical sciences from Stanford University in 1974, |
| "Intermediate value theorem", a theorem in | mathematical analysis |
| In | mathematical analysis, Trudinger's theorem or the Trudin |
| g a standard recipe which is widely used in | mathematical physics, these tensor fields should also gi |
| of topics ranging from This Week's Finds in | Mathematical Physics to the current focus, combating cli |
| of Michigan before earning his Doctorate in | Mathematical Psychology (1963) at the same institution. |
| the theory of group representations and in | mathematical physics, was played by the concepts of syst |
| Readings in | Mathematical Psychology, With R. D. Luce and R. R. Bush. |
| In | mathematical logic, the implicational propositional calc |
| From Frege to Godel: A Source Book in | Mathematical Logic, 1879-1931. |
| In cheminformatics and in | mathematical chemistry, graph isomorphism testing is use |
| scopole and later pursued higher studies in | mathematical and philosophical sciences at the Maroutsei |
| on, just as it is a matter of convention in | mathematical diagram to reckon positive distances toward |
| He is highly interested in | mathematical pedagogy, and is a vocal critic of the "cal |
| academics or graduate students involved in | mathematical or scientific research within the Universit |
| In | mathematical analysis, Janson has publications in functi |
| In | mathematical statistics, Janson has made contributions t |
| Levi holds a bachelor's degree in | mathematical physics from Queen's University, an M.A. de |
| Milne's earlier work was in | mathematical astrophysics. |
| Mihalis Constantine Dafermos is a Reader in | Mathematical Physics at the University of Cambridge. |
| he abstraction in the notion of judgment in | mathematical logic can exploited also in foundation of t |
| In | mathematical logic and computer science, the lambda-mu c |
| n M.S. in 1967 and a Ph.D. in 1968, both in | mathematical statistics. |
| ory from their Beginnings., Perspectives in | Mathematical Logic. |
| ing to which he had successfully trusted in | mathematical investigation. |
| daughter of a professor with an interest in | mathematical logic, being raised in a left-wing househol |
| esist, also well known for contributions in | mathematical and astronomical geodesy. |
| on Imaging Sciences, and Communications in | Mathematical Sciences. |
| left hemisphere would have an advantage in | mathematical ability. |
| In mathematics, particularly in | mathematical logic and set theory, a club set is a subse |
| ost successful and famous collaborations in | mathematical history. |
| In | mathematical logic, algebraic semantics is a formal sema |
| He holds a Ph.D. in | mathematical statistics and is a Fellow of the American |
| t sums of sets are approximately convex; in | mathematical economics their results are used to explain |
| iversity of Leicester, where he lectures in | Mathematical Statistics, Econometrics and Environmental |
| was a political scientist, specializing in | mathematical theories of voting. |
| Mostowski collapse lemma, in | mathematical logic |
| was awarded a lifetime achievement award in | mathematical finance. |
| e for Science and Technology (SSB prize) in | Mathematical Science in 1980. |
| First Class in | Mathematical Moderations and Finals. |
| In | mathematical logic, the Mostowski collapse lemma is a st |
| Shaw Prize in | mathematical sciences (2008) |
| Advanced series in | mathematical physics, v. 26. |
| hile converting, including several built in | mathematical functions such as sin, cos, atan, log, exp, |
| Bohr worked in | mathematical analysis, founding the field of almost peri |
| h Award, recognizing major breakthroughs in | mathematical research. |
| He was previously Professor in | Mathematical Sciences and Physics, Pro-Vice-Chancellor f |
| e, a metaphorical use of a concept found in | mathematical set theory that means a function that works |
| ls applied to understand mirror symmetry in | mathematical terms. |
| on University, and a Bachelor of Science in | Mathematical Sciences from the United States Coast Guard |
| For the notion of "structure" in | mathematical logic, see Structure (mathematical logic). |
| esearch continued the work of his father in | mathematical analysis, especially in the fields of the d |
| He is known for his groundbreaking work in | mathematical applications to aerodynamics and transonic |
| tten various computer programs to assist in | mathematical research and mathematical visualization. |
| 1968 from Leicester University and a PhD in | Mathematical Logic in 1971, also from Leicester. |
| In | mathematical logic, the ancestral relation (often shorte |
| In | mathematical logic, a judgment can be for example an ass |
| laude Ph.D. in Mathematics, specializing in | mathematical statistics, for his thesis Asymptotic optim |
| Casse); moreover it offers some insights in | mathematical statistics: by using an approximation of th |
| cian and statistician known for his work in | mathematical population genetics. |
| atics and a Doctor of Philosophy in 1955 in | mathematical analysis from Cornell University. |
| In | mathematical programming and polyhedral combinatorics, H |
| 1920-1921 he undertook graduate studies in | mathematical physics at Harvard University, then spent a |
| A Course In | Mathematical Analysis Vol I Translated by O. Dunkel and |
| In | mathematical logic, this sort of quantification is known |
| In | mathematical logic, generalization (also universal gener |
| The book is still referred to in | mathematical education. |
| escribe the behaviour of physical bodies in | mathematical language, and should not remain a mathemati |
| n mathematician with major contributions in | mathematical optimization. |
| ng in the field are MATCH Communications in | Mathematical and in Computer Chemistry, first published |
| In | mathematical logic the theory of pure equality is a firs |
| cal geometry, publishing numerous papers in | mathematical journals and two tracts on theorems connect |
| In | mathematical logic, given an unsatisfiable boolean propo |
| He made significant contributions in | mathematical programming, optimization, and survey sampl |
| Hails has a BSc honours in | Mathematical Studies. |
| niversally used to represent the azimuth in | mathematical applications, whereas physical applications |
| His work in | mathematical random processes was so important that the |
| ume II of Ganita-yukti-bhasa (Rationales in | Mathematical Astronomy) of Jyeshthadeva published by Spr |
| In | mathematical logic, an implication graph is a skew-symme |
| Ganita-yukti-bhasa (Rationales in | Mathematical Astronomy) of Jyesthadeva, published by Spr |
| r 1979) is a mathematician, specializing in | mathematical statistics and probability theory. |
| In | mathematical notation, the type of the function id is , |
| y A.D. In a period of general stagnation in | mathematical studies, he stands out as a remarkable exce |
| application, a user can create equations in | mathematical notation and use them in documents or web p |
| meaning in logic, and is currently used in | mathematical logic to denote a certain type of propositi |
| where he was appointed to the readership in | mathematical logic there which had become vacant upon th |
| Taylor received the 2007 Shaw Prize in | Mathematical Sciences for his work on the Langlands prog |
| 954, where he was an assistant professor in | mathematical statistics and sociology. |
| dvanced of Mathematics and, contributing in | Mathematical physics. |
| in 1967 and a Ph.D. degree in 1969, both in | Mathematical Statistics from the University of Toronto i |
| She received her Ph.D. in | mathematical physics at Princeton University. |
| In | mathematical logic, the diagonal lemma or fixed point th |
| He is a Tier I Canada Research Chair in | Mathematical Modeling and Professor at Wilfrid Laurier U |
| Author's biography appearing in | Mathematical Programming (by Steven Vajda), Addison-Wesl |
| eory, some analogous notions are used as in | mathematical logic (giving rise to connections between t |
| Baire one star function, in | mathematical real analysis |
| ontal regions were specifically involved in | mathematical cognition, including the dissociation betwe |
| ion problems must be presented to KNITRO in | mathematical form, and should provide a way of computing |
| in interests are in algebraic structures in | mathematical physics and their applications, especially |
| y, which is one of the most cited papers in | mathematical physics. |
| In | mathematical physics, a null dust solution (sometimes ca |
| e he has also been a University lecturer in | Mathematical Genetics since 2004. |
| In | mathematical logic, a proof calculus corresponds to a fa |
| His areas of research activity include | mathematical finance and economics, quantitative behavio |
| His interests include | mathematical logic, category theory, and theoretical com |
| His interests include | mathematical logic, and philosophy of science. |
| arch, especially for documents that include | mathematical formulae. |
| the background of general theory; including | mathematical techniques used to analyze the Moon's motio |
| istical associating fluid theory, including | mathematical simplicity and ease of incorporating comple |
| tlas of Tamil Nadu State of India including | mathematical models, details of hydraulic structures, am |
| al program which involved arrays, indexing, | mathematical functions, subroutines, I/O, conditionals a |
| seeks to explode the theory that the Indian | mathematical genius was predominantly algebraic and comp |
| nujan's early work in the Journal of Indian | Mathematical Society. |
| He was a member of Indian | Mathematical Society since 1945. |
| P. became the first librarian of the Indian | Mathematical Society at Fergusson College. |
| e theory of aging and longevity integrating | mathematical methods with specific biological knowledge |
| dvisory board of the Center for Integrative | Mathematical Sciences at Keio University in Tokyo, Japan |
| rmore, it has passed many tests of internal | mathematical consistency that many other attempts to com |
| 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. |
| o win four gold medals at the International | Mathematical Olympiad, culminating in full-marks at the |
| silver and 2 bronze medals in International | Mathematical Olympiad, 1 gold medal in International Phy |
| elected Vice-President of the International | Mathematical Union. |
| Association has published an international | mathematical journal, The Fibonacci Quarterly . |
| competed in the 1966 and 1967 International | Mathematical Olympiads, winning a bronze medal in 1967. |
| mmar School, competing in the International | Mathematical Olympiad in 1994 and 1995. |
| International | Mathematical Olympiad) and nationally (i.e. |
| 998 Durov participated in the International | Mathematical Olympiad, winning a gold medal in every of |
| g three perfect papers at the International | Mathematical Olympiad: Toronto, Canada (1995); Bombay, I |
| he served as president of the International | Mathematical Union. |
| He won 2 silver medals at International | Mathematical Olympiad (IMO) in 1984 and 1985. |
| 1968, Cocks won Silver at the International | Mathematical Olympiad while at Manchester Grammar School |
| took part in the first three International | Mathematical Olympiads, winning two gold medals. |
| l with a perfect score at the International | Mathematical Olympiad. |
| rnational Chemistry Olympiad, International | Mathematical Olympiad, International Physics Olympiad, a |
| ring his participation in the International | Mathematical Olympiad. |
| er of the British team in the International | Mathematical Olympiad in 1981: he later led the team in |
| mmar School, competing in the International | Mathematical Olympiad in 1975, and King's College, Cambr |
| 's first participation at the International | Mathematical Olympiad in Washington, DC, USA in 1981, ea |
| he USSR team competing in the International | Mathematical Olympiad, an international competition for |
| the six-person US team to the International | Mathematical Olympiad. |
| copies of Perlin noise can be inserted into | mathematical expressions to create a great variety of pr |
| Henry's law can be put into | mathematical terms (at constant temperature) as |
| tarted primarily in analysis but moved into | mathematical logic. |
| lifa claimed he had discovered an intricate | mathematical pattern when he placed the original Arabic |
| could carry on mentally long and intricate | mathematical calculations. |
| He introduced | mathematical methodology to the study of hydraulics, thu |
| Introductory | Mathematical Analysis (for Business, Economics, and the |
| Though the proper definition is | mathematical, that cloud, roughly speaking, is a quasisp |
| It is | mathematical abstraction sometimes used to design digita |
| What is | Mathematical Logic John N. Crossley et al. |
| atise on Perspective (1712) he explained is | mathematical principles; and anticipated the method afte |
| bruary 23, 1963) was an influential Italian | mathematical physicist and civil engineer of the 20th ce |
| rn November 30, 1969 in Como) is an Italian | mathematical physicist. |
| in the late 1960s and early 1970s, and its | mathematical implementation was developed by Henrietta C |
| s were deeply mistaken, because some of its | mathematical methods were alien, and because quantum chr |
| He took charge of its | mathematical statistics section in 1963. |
| eave no doubt that the Baraita, even in its | mathematical parts, was founded on the Bible; whereas th |
| In 1788 he was named one of its | mathematical professors. |
| to work with other bodies such as the Joint | Mathematical Council and HoDoMS. |
| ing handling capabilities to augment JOSS's | mathematical focus. |
| He is a co-founder of the journal | Mathematical Logic Quarterly. |
| Kerala | Mathematical Association is an organization established |
| an international journal Bulletin of Kerala | Mathematical Association which contains original researc |
| The Kerala | Mathematical Association started a regular Prof.T.A. Sar |
| er contributed to the correspondence of key | mathematical figures, and their solutions continued the |
| The Kharkov | Mathematical Society (Russian: Харьковское математическо |
| Proclus, quoted by M. Kline, | Mathematical Thought from Ancient to Modern Times |
| s of measurement and index nearly all known | mathematical clay tablets from the region. |
| The Lahun | Mathematical Papyri are a collection of mathematical tex |
| The Lahun | Mathematical Papyri (also known as the Kahun Mathematica |
| His lasting | mathematical and astronomical works were written in Lati |
| croeconomics and one of the world's leading | mathematical economists. |
| He also worked on editing some of Leibniz's | mathematical correspondence. |
| art and design (higher or standard level); | mathematical methods (standard level); mathematical stud |
| some are limited to a specific field, like | mathematical formalism or calculus (e.g. |
| uential papers in the Journal of the London | Mathematical Society, laying the foundations of inverse |
| ematics and its Applications and the London | Mathematical Society instituted the David Crighton Medal |
| was Founding Editor-in-Chief of the London | Mathematical Society's Journal of Computation and Mathem |
| In 1978 the London | Mathematical Society awarded him the Senior Whitehead Pr |
| He was awarded the London | Mathematical Society's Whitehead Prize in 1979 and is jo |
| He was awarded the London | Mathematical Society's Senior Berwick Prize in 1950, the |
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