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...5 December 1827, in [[Horncastle, Lincolnshire]] – 18 September 1913, in [[London]]) was a British mathematician. ...m 1880 to 1882 its president. In 1896 he received the [[De Morgan Medal]] of the LMS. In 1878 he was elected FRS. ...

...ding and professorial research fellow at Queen Mary College, University of London. ...ire]], [[England]]. From there he attended [[University of Reading|Reading University]], where he earned a bachelor's degree in 1963 and was awarded a PhD in 196 ...

| workplaces = [[University of Liverpool]]<br/>[[University of Michigan]] | alma_mater = [[University of Oxford]]<br/>[[University of Warwick]] ...

...al=Proceedings of the Royal Society of London. Series A, Containing Papers of a Mathematical and Physical Character|volume=80|issue=535|pages=28–44|doi=1 ...art of King's College, Durham, which in the 1960s became part of Newcastle University.) ...

...volume=53 |issue=5 |pages=1109–1114 }}</ref> she tried to lower the degree of abstraction. Robinson presented her growth model in verbal terms. A mathema ...ook |first1=S. K. |last1=Mishra |first2=V. K. |last2=Puri |title=Economics of Development and Planning |isbn=978-81-8488-829-4 }}</ref> ...

{{Short description|Family of orthogonal polynomials}} ...polynomials]], and are the [[Macdonald polynomials]] for the special case of the ''A''₁ [[affine root system]] {{harv|Macdonald|2003|loc=p.15 ...

| office = Professor of Chemistry, [[University College, Dundee]] | death_place = London, England ...

...extension ''L'' of the [[residue field]] <math>\kappa(\mathfrak{p})</math> of any [[prime ideal]] <math>\mathfrak{p}</math>, <math>L \otimes_R S</math> i ...publisher=[[Cambridge University Press]] | location=Cambridge, UK | series=London Mathematical Society Lecture Note Series | isbn=978-0-521-68860-4 | mr=2266 ...

...= Research Professor of Mechanical Engineering, [[UMIST]]/[[University of Manchester]] ...l_Society_Content/about-us/fellowship/Fellows1660-2007.pdf List of Fellows of the Royal Society]</ref> ...

...n the form here by {{harvtxt|Cunningham|1908}}. It can be defined in terms of the [[confluent hypergeometric function]] ''U'', by ...ents]]. In a more general context, the function is related to the solution of the constant-coefficient [[diffusion equation]], in one or more dimensions. ...

...[University of Chicago]]<br />[[Imperial College London]]<br />[[Princeton University]] |alma_mater = [[Stanford University]]<br />[[Instituto Superior Técnico]] ...

.... J. M. Hill]], a professor of [[mathematics]] at the [[University College London]], who showed that they are [[Hilbert's third problem|scissor-congruent]] t be three unit vectors with angle <math>\alpha</math> between every two of them. ...

| workplaces = [[University of Oxford]] | alma_mater = [[University of Cambridge]] ...

| alma_mater = [[Johns Hopkins University]]<br>[[Radcliffe College]] ...Advanced Study, <br> Victoria University of Manchester, <br> University of London ...

...Laminar flow theory. Princeton University Press.</ref> The transformation of <math>y</math> coordinate (usually taken as the coordinate normal to the pr ...n the laminar boundary layer of a gas. Proceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences, 199(1059), 533-558.</ref> a ...

...Technology]]<br />[[Queen Mary, University of London]] <br /> [[University of Oxford]] ...is a professor of mathematics at the [[University of Oxford]] and a Fellow of [[Mansfield College, Oxford|Mansfield College]]. ...

| birth_place = London, England | work_institutions = [[University of Cambridge]] ...

...]]s in the theory of [[Lie group]]s. (Thus, a Lie algebroid can be thought of as 'a ''[[Lie algebra]] with [[categorification|many objects]]'' '). ...th composition given by the usual bilinear rule, extending the composition of <math>\mathsf{G}</math>.<ref>{{harvnb|Mosa|1986}}</ref> ...

...ce]] <math>V</math> such that every extension of F-spaces (or twisted sum) of the form ...ce sampler. London Mathematical Society Lecture Note Series, 89. Cambridge University Press, Cambridge, 1984. xii+240 pp. {{isbn|0-521-27585-7}}</ref> ...

| workplaces = [[University of Oxford]] ...= [[Brandeis University]]<br />[[Stanford University]]<br />[[University of Bonn]] ...