「Mathematics」の共起表現一覧(2語左で並び替え)6ページ目
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Statistics with Mathematical Economics and | Mathematics |
Cassel came to economics from | mathematics. |
eived his Bachelor of Arts in economics and | mathematics from Reed College in 1965 and his PhD in ec |
a Bachelor of Arts degree in Economics and | Mathematics from the University of Southern California |
dinburgh to study philosophy, economics and | mathematics, but switched to medicine the following yea |
Ike Awgu studied economics and | mathematics at Carleton University before going on to e |
where he received his B.A. in economics and | mathematics in 1979. |
Sections in this edition includes; | Mathematics, Properties and Physical Constraints, Chemi |
Born in Vienna, Waismann was educated in | mathematics and physics at the University of Vienna. |
ate in nationwide, specialized education in | mathematics. |
h Education • Health & Physical Education • | Mathematics Education • Music Education • Natural Scien |
ana, where he taught physical education and | mathematics, including geometry, and coached the Minden |
appointed dean of continuing education and | mathematics faculty member at the University of Tenness |
Centre for Education in | Mathematics and Computing |
block houses Welsh, religious education and | mathematics. |
s, foreign language, physical education and | mathematics departments. |
puter science, English, education, history, | mathematics, music, physical education, political scien |
age, Health /Physical Education, Marketing, | Mathematics, Media /Technology, Music, Science, Social |
The Unreasonable Effectiveness of | Mathematics in the Natural Sciences is the title of an |
1960, "The Unreasonable Effectiveness of | Mathematics in the Natural Sciences," Communications on |
's paper, The Unreasonable Effectiveness of | Mathematics in the Natural Sciences, is a very well-kno |
with P. Ekkehard Kopp, | Mathematics of Financial Markets (Springer Verlag, 1999 |
ntrol Systems, Applied Electronics, Applied | Mathematics & Numerical Analysis, Analytical Chemistry, |
tion on the reform of the elementary school | mathematics curriculum, and with Clarence Ethel Hardgro |
Samavayanga Sutra contains elements of | mathematics and astronomy. |
Sequencing theory is based on elements of | mathematics, biology, and systems engineering, so it is |
largely credited with elevating Berkeley's | mathematics department to a top-tier research departmen |
Vartak (-1997) was a professor emeritus of | mathematics and statistics at the Indian Institute of T |
h David Elworthy is a Professor Emeritus of | Mathematics at the University of Warwick. |
n Kiev, Ukraine, is a professor emeritus of | Mathematics and statistical mechanics at California Sta |
ist, who is currently Professor Emeritus of | Mathematics at York University in Toronto, Canada. |
oklyn, New York) is a professor emeritus of | mathematics at the Royal Institute of Technology in Sto |
December 4, 1995) was Professor Emeritus of | Mathematics at the Massachusetts Institute of Technolog |
October, 2010) was a Professor Emeritus of | Mathematics at UCLA and a former member of the facultie |
A. O. L. Atkin, was a Professor Emeritus of | mathematics at the University of Illinois at Chicago. |
Ronald C. Read is a professor emeritus of | mathematics at the University of Waterloo, Canada. |
of the curriculum with special emphasis on | Mathematics, Science and Technology. |
polymath, his interests encompassing music, | mathematics, philosophy, theology, law, and the natural |
hard Askey, and Ranjan Roy, Encyclopedia of | Mathematics and Its Applications, The University Press, |
puting Lab, Economics, Engineering Science, | Mathematics Institute, Said Business School and Statist |
s SECME (Science Engineering Communications | Mathematics and Education), and National Junior Honor S |
ers in science, technology, engineering and | mathematics and to foster a greater understanding of sc |
est in science, technology, engineering and | mathematics (STEM) among students, teachers and members |
ss and science, technology, engineering and | mathematics (STEM) education. |
ing on science, technology, engineering and | mathematics and summer job programs along with Youth Su |
led in science, technology, engineering and | mathematics (STEM) programs to enter teaching by awardi |
rt the science, technology, engineering and | mathematics (STEM) initiative. |
h play an important role in engineering and | mathematics. |
wider science, technology, engineering and | mathematics community. |
s a Professor in electrical engineering and | mathematics before becoming an administrator. |
ss the science, technology, engineering and | mathematics (STEM) community. |
in the science, technology, engineering and | mathematics (STEM) disciplines and on a $750,000 NSF-No |
s an assistant professor of engineering and | mathematics. |
s from physics, chemistry, engineering, and | mathematics can be applied to produce advances. |
elds (science, technology, engineering, and | mathematics) education as a core component of their cur |
Science, Technology, Engineering, and | Mathematics |
nting & Finance, Law, Engineering, Science, | Mathematics, Creative Technologies and Computing. |
such as architecture, engineering, science, | mathematics, art, games, and everyday life. |
nagement, aeronautical engineering, applied | mathematics, astronautical engineering, computer engine |
y, computer science, engineering, genetics, | mathematics, and physics can come together and target m |
for Excellence in Science, Engineering, and | Mathematics Mentoring from President George W. Bush. |
mputer Science, Electrical Engineering, and | Mathematics at Duke University, and a professor of Elec |
tudied physics, electrical engineering, and | mathematics. |
rs of science, technology, engineering, and | mathematics. |
bert P. Todd SEM (Science, Engineering, and | Mathematics) center. |
terwards : software engineering, applicated | mathematics, and scientific calculation. |
unded Science, Technology, Engineering, and | Mathematics (STEM) education resources. |
nd Life Sciences), Engineering, Technology, | Mathematics, Liberal Arts and Sciences, Critical foreig |
ough education in science, engineering, and | mathematics. |
trong science, technology, engineering, and | mathematics skills. |
clude English Language, English Literature, | Mathematics, Double Award Science, Triple Award Science |
English, English Literature, | Mathematics, Science, Additional Science, Triple Scienc |
for the benchmark 5A*-C including English & | mathematics. |
61% achieving 5A*-C (including English and | mathematics), the chief measure for English school leag |
house, now includes a suite of English and | mathematics rooms. |
with over 95% pass rate on the English and | Mathematics sections. |
offers preparatory classes for English and | mathematics SAT. |
CSE certificates (80% including English and | Mathematics), and 99.7% of 16+ students achieving A-E g |
ts are encouraged to take English Language, | Mathematics, Science, one modern Foreign Language Frenc |
A*-C grades at GCSE, including English and | Mathematics. |
hool for GCSE results including English and | Mathematics. |
English (I/II/III/IV/AP), | Mathematics (Algebra I/Geometry/Algebra II/Pre-Calculus |
usually study English, English Literature, | Mathematics, either Double Science or separate sciences |
ence, and well above average in English and | mathematics. |
eved grades 5 A* to C including English and | Mathematics. |
CSEs including higher passes in English and | mathematics. |
e good passes at GCSE including English and | mathematics has been average, but has been improving ov |
Courses are in English Language, | Mathematics, Science and Computing with optional course |
er; he had double doctorates in English and | Mathematics. |
r more A* to C grades including English and | Mathematics at GCSE level, compared to 60% of all pupil |
and that core subjects such as English and | Mathematics are required fields of study for aspiring c |
d several textbook for teaching English and | mathematics. |
at GCSE grades A*-C, including English and | mathematics. |
rses through the Internet, from English and | Mathematics to Physical Education. |
r graduating in 1869, he taught English and | mathematics. |
became a famous author, taught English and | mathematics at Sunset High School. |
ed at the time, and was good in English and | mathematics. |
onal measure of 5A*-C including English and | Mathematics. |
jects as the school as Chinese, English and | Mathematics from 2000 to 2006. |
subjects include Biology, English Language, | Mathematics, Religious Studies, Geography, Psychology a |
5 or more A*-C GCSEs including English and | mathematics, rising to 63% if those two subjects are ex |
onal subjects of reading, English, history, | mathematics and geography. |
English, Hindi, | Mathematics, Physics, Chemistry, Biology, History, Civi |
chess and learned Pashto, English, Arabic, | mathematics, science, art and Islam while at Guantanamo |
Language and Culture, Use of English, Pure | Mathematics, Physics, Chemistry, Biology, Chinese Histo |
arketing, and Management; English, History, | Mathematics, Music, and Nursing. |
ded Greek, Latin, Hebrew, English, History, | Mathematics, Drawing and Natural Philosophy. |
He enjoys abstract | mathematics and can plot artillery azimuths and triangu |
ree, Chapman had become so enthusiastic for | mathematics that he stayed for one further year to take |
hemistry; Earth and Environmental Sciences; | Mathematics, Statistics, and Computer Science; Physics; |
ur Looks on the Fallibilist Epistemology of | Mathematics, which challenged the findings of 'Proof an |
metry and partial differential equations in | mathematics. |
drews, distinguishing himself especially in | mathematics. |
n genetics during his studies of ethics and | mathematics. |
1772, returning to Blaj to teach ethics and | mathematics at the Seminary, Klein met and befriended b |
least one other foreign European language, | mathematics, book-keeping, natural science, drawing, dr |
Even in | mathematics the same word can mean different things to |
He even taught | mathematics in the Yeshiva, utilizing his degree from C |
During his schooling he excelled in | mathematics, and so decided to focus on that field when |
University of Leiden, where he excelled at | mathematics and law. |
me Cheyney University, where he excelled in | mathematics and was chosen to deliver the commencement |
utsch enrolled at MIT, where he excelled at | mathematics and physics. |
to speak twelve languages, and excelled in | mathematics, history, science and literature. |
or Professional and Scholarly Excellence in | mathematics. |
n the Kenneth Fryer Award for excellence in | mathematics teaching. |
Due to his excellence in | mathematics, the Egyptian Ministry of Education sent hi |
1966 Rensselaer Medal for Excellence in | Mathematics |
components of the Program for Excellence in | Mathematics and Computer Technology (PESMaCT) as well a |
ed the Presidential Award for Excellence in | Mathematics and Science Teaching. |
he Edyth May Sliffe Award for excellence in | mathematics. |
e 2008 Presidential Award for Excellence in | Mathematics and Science Teaching. |
awarded the Ruggles Prize for Excellence in | Mathematics. |
Men's College in the evening, excelling in | mathematics and engineering. |
st studying divinity but later excelling in | mathematics. |
. Paoli and Abbot Pacchiano, exclusively to | mathematics and the natural sciences. |
Select Exercises in | Mathematics (1752) |
the museum contains permanent exhibits for | mathematics, physics, astronomy, chemistry, geology, an |
nt subgroups failed to meet expectations in | mathematics, and two of the three failed to meet expect |
ication of hypothesis (usually expressed in | mathematics), experimental constraints and controls (ex |
an explanation of the extremely complicated | mathematics required to demonstrate Ptolemy's geocentri |
It consists of faculties of | Mathematics and Mechanics, Physics, Biology, Chemistry, |
of the University of Bucharest's Faculty of | Mathematics. |
Leibowitz joined the faculty of | mathematics and natural science of the Hebrew Universit |
Gheorghe Mihoc was dean of the Faculty of | mathematics and physics of the Bucharest University fro |
ambridge houses the university's Faculty of | Mathematics, the Isaac Newton Institute, and the Betty |
cal approach of the University's Faculty of | Mathematics. |
He was appointed Lecturer in the Faculty of | Mathematics, and therefore received recognition as a Ca |
ies in University of Latvia, the Faculty of | Mathematics and Natural Science. |
The Faculty of | Mathematics at the University of Cambridge comprises th |
tion of America in 1993, and the Faculty of | Mathematics Alumni Achievement Medal by the University |
omy and Forestry sections of the Faculty of | Mathematics and Sciences; in 1936 the Veterinary Academ |
Since 1997, he has been on the faculty of | mathematics at the University of California at Irvine; |
d mathematical statistics at the Faculty of | mathematics and physics of Bucharest University, then a |
ties - the Faculty of Economics, Faculty of | Mathematics and Cambridge Judge Business School. |
The Faculty of | Mathematics, Computer science, and Natural sciences is |
In 1850 it was moved to the new faculty of | Mathematics and Natural Sciences. |
Vilnius, and in the summer, the Faculty of | Mathematics and Sciences. |
e is also an acting professor at Faculty of | Mathematics, Physics and Informatics, Comenius Universi |
He was also the dean of the Faculty of | Mathematics and Natural Sciences from 1975 to 1977, and |
natorics and Optimization in the faculty of | mathematics at the University of Waterloo. |
been appointed subject prefects, so far, in | Mathematics, ICT, Geography, History, Music, Languages |
He is a Tutorial Fellow in | mathematics at Wadham College, Oxford University. |
matical institute, and a Tutorial Fellow in | Mathematics at Wadham College. |
niversity of Oxford, and Research Fellow in | Mathematics at New College, Oxford. |
In 1929 he became a Research Fellow in | mathematics at Sidney Sussex College, Cambridge, a Fell |
Ceulen moved to Delft to teach fencing and | mathematics. |
or successful researchers, (in the field of | mathematics and the natural sciences), and the "Nansen |
NECCC does exceedingly well in the field of | Mathematics and Chemistry. |
mgarten started his studies in the field of | mathematics with a B.A. cum laude from Brooklyn College |
Pebody left the field of | mathematics for financial services. |
usually known by those outside the field of | mathematics for his essay from 1940 on the aesthetics o |
urse to which graduates from any field with | mathematics at 10+2 level are eligible for admission. |
In bifurcation theory, a field within | mathematics, a transcritical bifurcation is a particula |
Although he was educated in the field of | mathematics and computer science, his own personal obse |
In set theory, a field of | mathematics, the Burali-Forti paradox demonstrates that |
heory and combinatorics, both fields within | mathematics, a matching polynomial (sometimes called an |
He published widely over other fields of | mathematics. |
ndependent conjectures in various fields of | mathematics. |
curriculum offers studies in the fields of | mathematics, natural sciences, humanities, social scien |
author of books and papers in the fields of | mathematics, mathematics education, computer science, a |
al operators often appear in many fields of | mathematics (analysis, partial differential equations, |
h are objects of interest in many fields of | mathematics, including automata theory, combinatorics, |
rectly from professionals in such fields as | mathematics, science, computers, medicine, music, and e |
o has physics (and its related fields, from | mathematics to chemistry, and perhaps soon to include b |
shment of a musical science based firmly on | mathematics and philosophy, and the imitation of nature |
assical moderations, followed by a First in | Mathematics in 1844. |
He has a first class | mathematics degree from Pembroke College, Cambridge Uni |
ars at his alma mater, instructing first in | mathematics, later in natural science, and in the meant |
ating in 1812 and graduating first-class in | mathematics and second-class in classics four years lat |
in April, 1898, with first-class-marks for | mathematics and seamanship. |
be due to some near-inconceivable fluke of | mathematics, of statistical probability". |
be due to some near-inconceivable fluke of | mathematics, of statistical probability." |
, United Kingdom and Canada with a focus on | mathematics and science for grades 5 through 9. |
Brock University in 1974, having focused on | mathematics and philosophy. |
riculum includes the following departments: | mathematics, science, languages, history, English, home |
Since the major was fond of | mathematics and astronomy, Theodor had to study these h |
i attended various conferences for physics, | mathematics, and science in Pakistan and abroad. |
Co-director of the Centre for Discrete | Mathematics and Theoretical Computer Science. |
t succeeded in setting the agenda for 20thC | mathematics and the programme commenced with Hilbert's |
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