「Mathematics」の共起表現一覧(1語左で並び替え)10ページ目
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ing black women to pursue graduate study in | mathematics. |
e and junior Phi Betta Kappa with a B.S. in | Mathematics and Economics. |
In | mathematics, the closure of a subset S in a topological |
American black women who obtained a PhD in | mathematics before 1980, Lorch taught three during his |
erkeley, where he received his BA degree in | mathematics in 1968 and his Ph.D. degree in EECS in 197 |
In 1994, Calegari received a B.A. in | Mathematics from the University of Melbourne with honor |
School received Specialist school status in | Mathematics and Computing in 2005 following large fundr |
st, from where he graduated with degrees in | Mathematics and Philosophy in 1913. |
In | mathematics, a cyclic polytope, denoted C(n,d), is a co |
r undergraduate and postgraduate degrees in | mathematics at the University of Southampton. |
ie Morgan Prize for Outstanding Research in | Mathematics by an Undergraduate Student, awarded jointl |
one of the leading institutes for study in | mathematics in India. |
to speak twelve languages, and excelled in | mathematics, history, science and literature. |
In | mathematics, a preordered class is a class equipped wit |
duated with a Bachelor of Science degree in | Mathematics from the United States Naval Academy in 198 |
In | mathematics and computer science, a balanced boolean fu |
In 1979, Norwood received his Ph.D. in | mathematics from the University of Southwestern Louisia |
In | mathematics, Schur's inequality, named after Issai Schu |
Extreme point in | mathematics, a point in a convex set which does not lie |
class university degree with distinction in | Mathematics, Statistics and Physics from University of |
In | mathematics, a transitive reduction of a binary relatio |
Dartmouth College in 1978, and his Ph.D. in | mathematics from Princeton University in 1985, under th |
rt Greaves (1941-2008) who became Reader in | Mathematics at Cardiff University. |
ned back a year in 1944 for a deficiency in | mathematics). |
District graduates required remediation in | mathematics and or reading before they were prepared to |
MS offers more than 130 advanced classes in | mathematics, science and the humanities. |
ed the Presidential Award for Excellence in | Mathematics and Science Teaching. |
In | mathematics, a Frink ideal, introduced by Orrin Frink, |
ity of Chicago he received a B.S. (1966) in | mathematics and an M.A. (1968) and Ph.D. (1972) in poli |
The attribution, as often in | mathematics, can be debated: this rule had been found 1 |
He obtained a Bachelor of Science degree in | Mathematics at Mississippi College in 1983. |
In | mathematics, an IP set is a set of natural numbers whic |
matical institute, and a Tutorial Fellow in | Mathematics at Wadham College. |
He received a B.A. in | mathematics from St. Olaf College in Northfield, and la |
ool that would specifically build talent in | mathematics, science, and technology. |
g recent criticism of unjustified claims in | mathematics education that lack experimental warrant an |
District graduates required remediation in | mathematics and or reading before they were prepared to |
In | mathematics, the Hofstadter Female and Male sequences a |
He earned an advanced degree in | mathematics from Uppsala University and was made profes |
Fayyazuddin did his B.A. with honors in | Mathematics from Punjab University, followed by his in |
Fields Prize in | Mathematics: Alain Connes, William Thurston and Shing-T |
In | mathematics, a binary relation R on a set X is Euclidea |
He has graduated (B.A. in | Mathematics) from C.R.R College (Eluru). |
In | mathematics, the small Veblen ordinal is a certain larg |
ing members of the Association for Women in | Mathematics (AWM) and the first President of the AWM fr |
He was awarded the Wolf Prize in | Mathematics in 1992, the Lomonosov Gold Medal in 2002, |
Carleman's inequality is an inequality in | mathematics, named after Torsten Carleman. |
Asphaug received his bachelor's degree in | mathematics and English from Rice University and his Ph |
In | mathematics, a vertex cycle cover (commonly called simp |
Conison earned his B.A. degree in | Mathematics and Philosophy from Yale College in 1975, a |
resources to test the more able students in | mathematics and provide feedback. |
e London, where she graduated with a BSc in | mathematics. |
In | mathematics, the Cheeger constant (also Cheeger number |
" providing education to gifted students in | mathematics, physics, and chemistry. |
He received an S.B. in | Mathematics in 1954 from the University of the South, a |
d Korn received his undergraduate degree in | mathematics from Rensselaer Polytechnic Institute in 19 |
In | mathematics, a binary relation R on a set X is antisymm |
he Edyth May Sliffe Award for excellence in | mathematics. |
duation, Halsted served as an instructor in | mathematics at Princeton until beginning his post at th |
the first to make an important discovery in | mathematics. |
ude Test) exams, scoring five out of 150 in | mathematics and 148 out of 150 in the written section, |
He received the Ph.D. degree in | mathematics from the University of Idaho in 1966. |
In 1973 he received a M.S. in | mathematics from the University of Vilnius in Lithuania |
He did postgraduate work in | mathematics, mathematical statistics and experimental s |
From an early age, an interest in | mathematics was encouraged by both his father and uncle |
In | mathematics, Abel's inequality, named after Niels Henri |
Louis, Missouri native, received a B.S. in | mathematics from Saint Louis University in 1965, he the |
inst., Oberwolfach, 1977), Lecture Notes in | Mathematics, 669, Springer, 99-275. |
M.Sc. in | Mathematics with specialisation in Computer Programming |
Mathias Fink received a M.S. degree in | mathematics from Paris University, and the Ph.D. degree |
e earned a certificate of advanced study in | mathematics and a master of philosophy degree from Camb |
he U.S. Army, where he became interested in | mathematics. |
ylvania and earned his bachelor's degree in | mathematics and physics, summa cum laude, from Geneva C |
In | mathematics, an identity element (or neutral element) i |
sion complexity to various other notions in | mathematics, in particular nonnegative rank of nonnegat |
aster's degree (1949) and a Ph.D. (1950) in | mathematics at MIT. |
he University of Hong Kong with a degree in | mathematics and chemistry. |
A., 1787) where he distinguished himself in | mathematics. |
In | mathematics, Clarkson's inequalities are results in the |
rvard University with a Bachelor of Arts in | mathematics in 1975. |
In | mathematics, the Bishop-Gromov inequality is a classica |
e of Abilene, Kansas, Ball earned his BS in | mathematics before going to graduate school at George W |
In | mathematics, the quadratic bottleneck assignment proble |
In | mathematics, the 57-cell is a self-dual abstract regula |
The school is a specialist school in | Mathematics and Computing, and currently contains over |
velopments in an active area of research in | Mathematics, in which the applicant has made important |
He received his B.S. in | mathematics from the University of Puget Sound and earn |
In | mathematics and computer science, currying is the techn |
In | mathematics, Jordan's inequality, named after Camille J |
lim University where he received his B.A in | Mathematics, followed by his M.A in mathematics from Al |
e 2008 Presidential Award for Excellence in | Mathematics and Science Teaching. |
Brouwer received his Ph.D. in | mathematics in 1976 from Vrije Universiteit under the s |
The school is a specialist in | Mathematics and Computing. |
In | mathematics, the Minkowski-Steiner formula is a formula |
In | mathematics, the first uncountable ordinal, traditional |
e schools of Paris, he became a lecturer in | mathematics at the Conservatoire National des Arts et M |
In | mathematics, a Markov information source, or simply, a |
In | mathematics, The Chebyshev-Markov-Stieltjes inequalitie |
School for Girls Wilmington specialises in | Mathematics and IT. |
In | mathematics, Catalan's constant G, which occasionally a |
from Marlboro College, a Master's degree in | mathematics from Brown University (1953). |
studies in Uppsala University, initially in | mathematics, and thereafter theoretical physics, aesthe |
In | mathematics, the Artin-Mazur zeta function, named after |
mmitted to the training and the research in | mathematics, physics, chemistry and computing. |
A recursive language in | mathematics, logic and computer science is a type of fo |
In | mathematics, an annulus (the Latin word for "little rin |
In | mathematics, in the area of dynamical systems, a double |
S., from Stanford University with a M.S. in | Mathematics, and with a Ph.D. in 1995. |
District graduates required remediation in | mathematics and or reading before they were prepared to |
He graduated with a Bachelor of science in | Mathematics from The New College in Chennai. |
Rosenberg earned his BA in | Mathematics from Rice University (1997), his MS in Math |
Draves earned a Bachelor's in | mathematics at Brown University before continuing on to |
In | mathematics, an extreme point of a convex set S in a re |
Montgomery Centennial Memorial Professor in | Mathematics at The University of Texas at Austin, and ( |
In | mathematics, the uncertainty exponent is a method of me |
In | mathematics, the Glaisher-Kinkelin constant or Glaisher |
New York at Albany) with a B.Sc. degree in | mathematics in 1954. |
oined Liverpool following his graduation in | mathematics. |
In | mathematics, more specifically graph theory, a tree is |
In | mathematics, an open sentence (usually an equation or e |
ed to support the Richardson Lectureship in | Mathematics. |
ollege, Oxford, he distinguished himself in | mathematics, taking his B.A. degree in 1766 his M.A. de |
In addition to his great talent in | mathematics and his accomplishments in medicine, MacAli |
olicies to support teaching and learning in | mathematics and information and communication technolog |
ssachusetts Institute of Technology: one in | Mathematics with Computer Science, and one in Managemen |
In | mathematics, Busemann's theorem is a theorem in Euclide |
His supervisor in | Mathematics, the father of the mathematician and philos |
lare College, Cambridge, graduating B.A. in | mathematics as 16th wrangler in 1882. |
thematician, obtaining an honours degree in | Mathematics in 1968 from Leicester University and a PhD |
btained his B.Sc in Physics, and a minor in | Mathematics. |
In | mathematics, Korn's inequality is a result about the de |
Mechanics, master's and doctoral degrees in | Mathematics and Statistics, all from the North Carolina |
He was awarded a cum laude Ph.D. in | Mathematics, specializing in mathematical statistics, f |
heir daughter's choice of doing research in | mathematics, so the Institute was disbanded in 1975. |
In | mathematics, the T-square is a two-dimensional fractal. |
He then earned his master's degree in | mathematics from East Stroudsburg University in 1988. |
red, and diverging and converging series in | mathematics become a metaphor for the Indian diaspora. |
g's College London where he earned a BSc in | Mathematics in 1962, and a PhD in Mathematics in 1965. |
and earned a Bachelor of Science degree in | Mathematics. |
In | mathematics, Napoleon's theorem states that if equilate |
nt areas of the natural sciences and one in | mathematics. |
It attracted students with degrees in | mathematics, science and engineering. |
ears later he earned a Master of Science in | Mathematics at the Massachusetts Institute of Technolog |
In | mathematics, a Dirac spectrum, named after Paul Dirac, |
Oxford, he obtained a first-class degree in | mathematics and a second in classics in 1830, and was e |
She graduated with honors in | mathematics in 1889. |
In 1921 he became University Reader in | Mathematics at University College. |
, when twenty years old, and specialized in | mathematics. |
technology, The Texas Governor's School in | Mathematics and Science, was established at the Univers |
gh School graduates required remediation in | mathematics and or reading before they were prepared to |
She earned an undergraduate degree in | mathematics at Johns Hopkins University in the mid-1980 |
She earned her B.S. in | mathematics at the University of Chicago in 1960 and he |
aduated with a First Class Honors degree in | Mathematics in 1967. |
Her academic training in | mathematics, work in photography and practice of medita |
llege, Galway, he accepted a lectureship in | mathematics at Cambridge in 1885. |
sky matriculated in the doctoral program in | mathematics at the Massachusetts Institute of Technolog |
orithm resembling the Collatz Conjecture in | mathematics, subtracting one beat per second each time |
Nygaard got his master's degree in | mathematics at the University of Oslo in 1956. |
y College, Cambridge, where he graduated in | mathematics in 1864. |
He acquired his Ph.D. in | Mathematics from the University of Cincinnati in 1959, |
y in 1968, where she completed her Ph.D. in | mathematics in 1971, writing her thesis under the super |
He is Adjunct Associate Professor in | Mathematics at Georgetown University. |
e is the local high school, specialising in | mathematics and computing. |
of Chicago, University of Bridgeport (BA in | mathematics, 1963), Stanford University (MSc in mathema |
rsity at Washington, D.C., with a degree in | mathematics; the Harvard University Advanced Management |
In | mathematics, a convex regular 4-polytope) is a 4-dimens |
In | mathematics and geometry, a space group is a symmetry g |
In 1938 he obtained a professorial chair in | mathematics at Halle (Saale). |
He received his B.S. in | Mathematics and Computer Science (1981) from the Univer |
first American woman to receive a Ph.D. in | mathematics. |
graduated magna cum laude with a degree in | mathematics in 1915. |
d Academy was noted for offering courses in | mathematics, Greek, French, and natural philosophy, wit |
hird class in classics and a first class in | mathematics graduated B.A. in 1823, and proceeded M.A. |
In | mathematics, the Newton inequalities are named after Is |
In | mathematics, subtle cardinals and ethereal cardinals ar |
Prof. Baran received his B.S. in | mathematics from the Massachusetts Institute of Technol |
rsity, obtaining not less than 50% marks in | Mathematics and not less than 50% marks in Mathematics, |
Dr. Wei earned a doctorate in | mathematics from SUNY Stony Brook when she was only 24 |
raduated with a B.A. in Music and a B.A. in | Mathematics in 1977. |
In | mathematics, a recurrent point for function f is a poin |
In | mathematics, the Ramanujan-Soldner constant (also calle |
in this instance is called a spirograph in | mathematics, that is, a hypotrochoid generated by a fix |
In | mathematics, a P-multimagic square (also known as a sat |
He completed his M.A. in | mathematics from the Presidency College, Chennai and a |
awarded the Ruggles Prize for Excellence in | Mathematics. |
ofessional of the year and the RSA Award in | Mathematics (1998) for outstanding mathematical contrib |
In | mathematics, a Perron number is an algebraic integer α |
rsoff holds A.B., M.S. and Ph.D. degrees in | mathematics from New York University. |
He received his A.B. in | mathematics from San Diego State University, his M.B.A. |
In | mathematics, especially in order theory, a partially or |
PhD from the University of Warwick, both in | mathematics. |
n biology and chemistry and one A result in | mathematics in his A-levels in 2010, turning down a uni |
mber of the Bavarian Academy of Sciences in | mathematics and science class |
obtained both a B.A. degree, with honors in | Mathematics and Chemistry, and an M.A. degree in Applie |
went on to an appointment as a lecturer in | mathematics at Leicester University from 1972 to 1973, |
In | mathematics, extendible cardinals are large cardinals i |
lberta Karen Schuettler, a Ph.D. student in | mathematics at Radcliffe College. |
she returned in 1907 to do graduate work in | mathematics and music and earned an MA in the latter in |
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