「Mathematics」の共起表現一覧(1語左で並び替え)11ページ目
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| ersity where he earned a Master's degree in | mathematics. |
| In | mathematics, a dependence relation is a binary relation |
| anical Engineering in 1946 and his Ph.D. in | Mathematics in 1953. |
| niversity of Oxford, and Research Fellow in | Mathematics at New College, Oxford. |
| of Sciences Committee on Advanced Study in | Mathematics and Science in U.S. High Schools. |
| In | mathematics, the Bogomolov-Miyaoka-Yau inequality is th |
| gh School of Science, he received a B.S. in | mathematics from the Massachusetts Institute of Technol |
| he University of Edinburgh with a degree in | Mathematics. |
| In | mathematics, the qualifier pointwise is used to indicat |
| raduating with a Bachelor of Arts degree in | Mathematics. |
| In | mathematics, Muirhead's inequality, named after Robert |
| In | mathematics, an edge cycle cover (sometimes called simp |
| school in Derry he studied for a degree in | mathematics as an external student of the University of |
| In | mathematics, especially order theory, the interval orde |
| a man of great acuteness and attainments in | mathematics. |
| Instead he chose a teaching career in | mathematics in which he excelled very well. |
| Lynch's academic training was in | mathematics, at Brooklyn College and MIT, where she rec |
| He served as an instructor in | mathematics at Mount Pleasant Military Academy, Sing Si |
| bachelor's degree in 1950 and a master's in | mathematics in 1954, and went on for doctoral studies a |
| ons in Kerala offering research programs in | mathematics at that time.) |
| that Alfred Nobel did not set up a prize in | Mathematics because of a thwarted affair with Signe Lin |
| In | mathematics, a Smarandache-Wellin number is an integer |
| He also earned a B.S. degree in | mathematics from the University of Arizona in 1980 and |
| In | mathematics, historically Wirtinger's inequality for re |
| In | mathematics, the Fibonomial coefficients or Fibonacci-b |
| , and in 1977 she earned her Ph.D. there in | mathematics. |
| Guillemin received a Ph.D. in | mathematics from Harvard University in 1962, after earl |
| gh School graduates required remediation in | mathematics and or reading before they were prepared to |
| he served as ordinarius (full professor) in | mathematics, and from 1842 on as ordinarius in philosop |
| He received his B.A. from Boston College in | Mathematics and Classics (1973) and a Ph.D. in Classics |
| District graduates required remediation in | mathematics and or reading before they were prepared to |
| Nimmer received a B.A. in | Mathematics in 1966 from Valparaiso University in the s |
| ximum number of points a school can earn in | Mathematics is 37. |
| In | mathematics, specifically set theory, an ordinal α is s |
| In | mathematics, Cayley's formula is a result in graph theo |
| Originally from Bath, he graduated in | Mathematics from the University of Warwick, later holdi |
| .A., summa cum laude and Phi Beta Kappa, in | mathematics from Columbia University and his J.D. from |
| In | Mathematics, the school has been in the top 0% or 1% ov |
| Marga obtained a PhD in | Mathematics and Physics (1941) and went on to teach Che |
| equently used sense of the word "period" in | mathematics, see Periodic function. |
| Mairson received a B.A. in | Mathematics from Yale University in 1978 and a Ph.D. in |
| After obtaining a B.Sc. degree in | mathematics from the National Southwestern Associated U |
| lestine and received a Bachelor's degree in | Mathematics from the Technion in Haifa, and Ph.D. in ap |
| He became interested in | mathematics in the seventh grade, where he had a teache |
| ere he acquired that taste for and skill in | mathematics to which he attributed much of his after su |
| D. in | mathematics at the University of Erlangen and being gue |
| titution's first female honours graduate in | Mathematics. |
| District graduates required remediation in | mathematics and or reading before they were prepared to |
| BA First Class Honours in | Mathematics from Balliol College, Oxford (2:1 in Honour |
| d dissemination of innovative techniques in | mathematics, science, and humanities which can become a |
| The Frederic Esser Nemmers Prize in | Mathematics is awarded biennially from Northwestern Uni |
| graduated from Vassar College, cum laude in | Mathematics in 1964, received a master's degree from Hu |
| h Maximal Even Girth, Ph.D. Dissertation in | Mathematics, City University of New York, 1967. |
| he University of Edinburgh with a degree in | mathematics before spending 18 months teaching in Tanza |
| In 1929 he received a bachelor's degree in | mathematics and chemistry. |
| Even in | mathematics the same word can mean different things to |
| t president of the Association for Women in | Mathematics. |
| re he helped launch the doctoral program in | mathematics. |
| ars at his alma mater, instructing first in | mathematics, later in natural science, and in the meant |
| She has a BS degree in | Mathematics and Computer Science from Western Illinois |
| He obtained his bachelor's degree in | mathematics in 1925 from Juniata College, studied for h |
| him to instruct her second son, William, in | mathematics. |
| In | mathematics, Hanner's inequalities are results in the t |
| Students at Cambridge could graduate in | mathematics or in classics without taking any "professi |
| ved his B.S. in physics in 1953 and M.S. in | mathematics in 1954. |
| In | mathematics, especially order theory, a partially order |
| , solved one of the most famous problems in | mathematics, the four-color theorem. |
| , Whitehead obtained first-class degrees in | mathematics and in physics before carrying out research |
| BSc in | Mathematics |
| ch holds a chaired Professor appointment in | Mathematics at the University of Warwick. |
| ne of only around 200 women to earn PhDs in | mathematics from American universities during the 1940s |
| gh there are many cryptomorphic concepts in | mathematics outside of matroid theory and universal alg |
| s a graduate student, and taught courses in | Mathematics. |
| m with many windows, Undergraduate Texts in | Mathematics, Springer-Verlag, New York, 2010. |
| his word is a play on the many morphisms in | mathematics, but "cryptomorphism" is only very distantl |
| Stroustrup has a master's degree in | mathematics and computer science (1975) from the Univer |
| algebra; to provide summer term programs in | mathematics, technology, and problem-solving; and to pr |
| n 1994, he was awarded the Nemmers Prize in | Mathematics. |
| y became a Secondary School specialising in | Mathematics and Information Communication Technology. |
| uated from Harvard College with a degree in | Mathematics in 1948 and from Harvard Law School in 1952 |
| In | mathematics, two objects, especially systems of axioms |
| eceived the B.S. and M.S. degrees (major in | mathematics) from North Carolina Central University (NC |
| le completing honours studying part time in | mathematics with applications in biology looking at eff |
| 1972: BSc in | mathematics, Massachusetts Institute of Technology. |
| Fields Prize in | Mathematics: Vladimir Drinfeld, Vaughan Frederick Randa |
| Savitch received his PhD in | mathematics from UC Berkeley in 1969. |
| tutorship, Sastri evinced keen interest in | mathematics and soon advanced to the study of astronomy |
| entration in computer science and minors in | mathematics and physics. |
| ived a bachelors degree from BYU in 1969 in | mathematics. |
| In | mathematics, a Suslin tree is a tree of height ω1 such |
| Wiens earned a B.Sc. in | mathematics (1972), two masters degrees in mathematical |
| In | mathematics, the Twisted Hessian curve represents a gen |
| st studying divinity but later excelling in | mathematics. |
| s a graduate of University of Peradeniya in | Mathematics and was educated at Nalanda College Colombo |
| In | mathematics, subshifts of finite type are used to model |
| versity in 1970, Sharir received a Ph.D. in | mathematics from Tel Aviv in 1976 under the supervision |
| In | mathematics, particularly in dynamical systems, a bifur |
| One subgroup failed to meet AYP in | mathematics. |
| In | mathematics, the nerve of an open covering is a constru |
| Graduate Texts in | Mathematics. |
| Leonard van der Kuijp began his studies in | mathematics, but then shifted his attention to Tibet. |
| The school specializes in | mathematics and computing and has been an IB World Scho |
| report it gave the college 'Outstanding' in | Mathematics and English and modern foreign languages. |
| In 1929 he became a Research Fellow in | mathematics at Sidney Sussex College, Cambridge, a Fell |
| s President of the Association for Women in | Mathematics (AWM) from 1995 to 1997 and as Member-at-La |
| In | mathematics, specifically projective geometry, a comple |
| itation as the outstanding undergraduate in | mathematics and physics. |
| Its particular strengths lie in | Mathematics, Medicine, Engineering, Psychology, Economi |
| Fields Prize in | Mathematics: Simon Donaldson, Gerd Faltings and Michael |
| Gries earned his Master's degree in | mathematics from the University of Illinois at Urbana-C |
| In | mathematics, a uniform tree is a locally finite tree wh |
| In | mathematics, for a submodular nonnegative set function |
| in 1824 with a 1st class honours degree in | mathematics. |
| District graduates required remediation in | mathematics and or reading before they were prepared to |
| He graduated with dual degree in | mathematics and computer science. |
| rom the University of Waterloo in Canada in | mathematics in 1966. |
| In | mathematics, orientation is a notion that in two dimens |
| Revolutions in | Mathematics |
| In | mathematics, the Kallman-Rota inequality, introduced by |
| ity of Toronto in 1961 with a gold medal in | Mathematics and Physics and a Woodrow Wilson Fellowship |
| Bachelors degree in | Mathematics from Cornell University in 1974. |
| School and then earned an S.B. from MIT in | mathematics in 1945 . |
| gh School graduates required remediation in | mathematics and or reading before they were prepared to |
| Philip II later added a chair in | Mathematics. |
| school due to his complete incompetence in | mathematics. |
| ngen, with a major in physics and minors in | mathematics and mechanics in 1934. |
| Aftab Kazi obtained his Masters degree in | Mathematics and Physics from the University of Bombay a |
| California Institute of Technology, all in | mathematics. |
| Specializing in | mathematics and physics in addition to religious philos |
| In | mathematics, the Paley-Zygmund inequality bounds the pr |
| e diocese of Middlesbrough, specialising in | Mathematics, Science, Technology (cooking, textiles, el |
| fter completing his undergraduate degree in | mathematics at Cambridge University, he took an MSc at |
| In | mathematics, particularly matrix theory and combinatori |
| In | mathematics, dimension theory is a branch of commutativ |
| In | mathematics, a quadric, or quadric surface, is any D-di |
| In | mathematics, the Wirtinger inequality for 2-forms, name |
| to the theory of finite sporadic groups in | mathematics. |
| He received a BSc degree in | mathematics and physics in 1947 and a PhD degree in nuc |
| in 1932, Moore invited him to do a Ph.D. in | mathematics and offered him a part-time job as a math i |
| National Science Talent Award in | Mathematics, India (1972, India) |
| Elliott obtained a DPhil in | mathematics and theoretical physics from the University |
| In | mathematics, Sullivan conjecture can refer to any of se |
| nd from there he won an open scholarship in | mathematics and natural science to study at Trinity Col |
| In | mathematics, an associahedron or Stasheff polytope Kn i |
| stitute of Technology, earning his Ph.D. in | mathematics in 1970. |
| In | mathematics, especially in the study of dynamical syste |
| ed Princeton University (1970), majoring in | mathematics, and received his PhD from Columbia Univers |
| nd subsequently was awarded a BSc degree in | Mathematics from Madras University in 1955. |
| e the National Academy of Sciences Award in | Mathematics, presented every 4 years for excellence in |
| After his studies in | mathematics and physics in Halle (Saale) and Erlangen, |
| He has a Bachelors Degree in | Mathematics from the Centenary College of Louisiana. |
| degree in | mathematics at the University of Michigan in 1957 and b |
| He earned a degree in | Mathematics in 1984, and then became a graduate assista |
| sity, dedicated to promotion of interest in | Mathematics. |
| She received her B.A. in | mathematics from Mount Holyoke College in 1974 and her |
| She received a degree in | mathematics from the American University of Beirut befo |
| In | mathematics and computer science, the Krohn-Rhodes theo |
| , Enskog worked as a high school teacher in | mathematics and physics to support himself and his fami |
| are expected to have a strong background in | mathematics. |
| Kimberling received his Ph.D. in | mathematics in 1970 from the Illinois Institute of Tech |
| Dr. Hoffman received his B. S. in | mathematics from Carnegie Mellon University and his M. |
| ty of Edinburgh in 1942 for his research in | Mathematics. |
| In | mathematics, a partially ordered set in order theory is |
| In | mathematics, especially in order theory, the greatest e |
| Amusements in | Mathematics (1917) |
| PhD in | mathematics at the University of Michigan (1953) |
| Texas with a B.S. in physics and a B.A. in | mathematics, both in 1947 and a master's degree in phys |
| In | mathematics, a domino is a polyomino of order 2, that i |
| the trend of high levels of abstraction in | mathematics during the middle of the last century. |
| In | mathematics, and in particular the study of dynamical s |
| disciplines in which he specializes include | mathematics, computer science and medicine: dynamical s |
| Classes taught include: | mathematics, literature, science, social studies, physi |
| His teaching duties also included | mathematics and theology. |
| subjects, which at different times included | mathematics, surveying, engineering drawing, contracts |
| nts benefit from a curriculum that includes | mathematics, language arts, history, physical sciences, |
| so enjoy a diverse curriculum that includes | mathematics, science, and the arts. |
| Sections in this edition includes; | Mathematics, Properties and Physical Constraints, Chemi |
| e GCSE passes at grade C or above including | mathematics and English, and a contextual value added ( |
| ous branches of Western learning, including | mathematics, astronomy, military science, and ballistic |
| advanced courses in every subject including | mathematics and science. |
| ust generally take 9-11 subjects, including | Mathematics, Science and English and one modern languag |
| elopmental and molecular biology, including | mathematics and the history and philosophy of science. |
| Science, including | Mathematics, Physics and Chemistry |
| ibuted chapters in research areas including | mathematics, statistics, encryption algorithms, neural |
| endowed by R.C. Gupta a historian of Indian | mathematics. |
| wrote a book The History of Ancient Indian | Mathematics (1967 - World Press) |
| ions to the understanding of ancient Indian | mathematics and astronomy. |
| so served as the director of the Industrial | Mathematics Institutes, which he founded. |
| activities enhancing applied or industrial | mathematics, or both, and contributions to ANZIAM. |
| mber of the Canadian Applied and Industrial | Mathematics Society. |
| ibution of chemistry, physics, informatics, | mathematics, and engineering in an integrative view of |
| 1 or ab initio), Japanese (B or ab initio), | Mathematics (SL), Music (SL), and Theatre Arts (SL). |
| The Inter-school | Mathematics Contest (ISMC) is a mathematics competition |
| Math Overflow is an interactive | mathematics website, which serves both as a collaborati |
| a two time silver medalist in International | Mathematics Olympiad during the years 1994 and 1995 . |
| only exclusively student-run international | mathematics competition in the United States. |
| The International | Mathematics Research Notices is a mathematics journal p |
| India received any medals in International | Mathematics Olympiad (IMO) was in 1989, when four among |
| e has been the Akamai Professor in Internet | Mathematics at the University of California, San Diego |
| he has been the editor-in-chief of Internet | Mathematics. |
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