Alexander Grothendieck was a stateless and then French mathematician who became the leading figure in the creation of modern algebraic geometry.
FactSnippet No. 1,513,238 |
Alexander Grothendieck was a stateless and then French mathematician who became the leading figure in the creation of modern algebraic geometry.
FactSnippet No. 1,513,238 |
Alexander Grothendieck'sresearch extended the scope of the field and added elements of commutative algebra, homological algebra, sheaf theory, and category theory to its foundations, while his so-called "relative" perspective led to revolutionary advances in many areas of pure mathematics.
FactSnippet No. 1,513,239 |
Alexander Grothendieck began his productive and public career as a mathematician in 1949.
FactSnippet No. 1,513,240 |
Alexander Grothendieck'sfather was arrested under the Vichy anti-Jewish legislation, and sent to the Drancy internment camp, and then handed over by the French Vichy government to the Germans to be sent to be murdered at the Auschwitz concentration camp in 1942.
FactSnippet No. 1,513,243 |
In Le Chambon, Alexander Grothendieck attended the College Cevenol, a unique secondary school founded in 1938 by local Protestant pacifists and anti-war activists.
FactSnippet No. 1,513,244 |
Alexander Grothendieck introduced new mathematical methods that enabled him to solve all of these problems within a few months.
FactSnippet No. 1,513,245 |
Alexander Grothendieck moved to Lawrence, Kansas at the beginning of 1955, and there he set his old subject aside in order to work in algebraic topology and homological algebra, and increasingly in algebraic geometry.
FactSnippet No. 1,513,246 |
In 1958, Alexander Grothendieck was installed at the Institut des hautes etudes scientifiques, a new privately funded research institute that, in effect, had been created for Jean Dieudonne and Alexander Grothendieck.
FactSnippet No. 1,513,247 |
Alexander Grothendieck attracted attention by an intense and highly productive activity of seminars there .
FactSnippet No. 1,513,248 |
Alexander Grothendieck practically ceased publication of papers through the conventional, learned journal route.
FactSnippet No. 1,513,249 |
The Alexander Grothendieck Festschrift, published in 1990, was a three-volume collection of research papers to mark his sixtieth birthday in 1988.
FactSnippet No. 1,513,250 |
In that publication, Cartier notes that as the son of an antimilitary anarchist and one who grew up among the disenfranchised, Alexander Grothendieck always had a deep compassion for the poor and the downtrodden.
FactSnippet No. 1,513,251 |
Alexander Grothendieck devoted the next three years to this group and served as the main editor of its bulletin.
FactSnippet No. 1,513,252 |
In 1983, stimulated by correspondence with Ronald Brown and Tim Porter at Bangor University, Alexander Grothendieck wrote a 600-page manuscript entitled Pursuing Stacks.
FactSnippet No. 1,513,253 |
In 1984, Alexander Grothendieck wrote the proposal Esquisse d'un Programme for a position at the Centre National de la Recherche Scientifique .
FactSnippet No. 1,513,254 |
Alexander Grothendieck helped with the translation and wrote a preface for it.
FactSnippet No. 1,513,255 |
In 1988, Alexander Grothendieck declined the Crafoord Prize with an open letter to the media.
FactSnippet No. 1,513,256 |
In 1991, Alexander Grothendieck moved to a new address that he did not provide to his previous contacts in the mathematical community.
FactSnippet No. 1,513,257 |
In January 2010, Alexander Grothendieck wrote the letter entitled "Declaration d'intention de non-publication" to Luc Illusie, claiming that all materials published in his absence had been published without his permission.
FactSnippet No. 1,513,258 |
Alexander Grothendieck was very close to his mother to whom he dedicated his dissertation.
FactSnippet No. 1,513,259 |
Alexander Grothendieck took them to a higher level of abstraction and turned them into a key organising principle of his theory.
FactSnippet No. 1,513,260 |
Alexander Grothendieck went on to plan and execute a programme for rebuilding the foundations of algebraic geometry, which at the time were in a state of flux and under discussion in Claude Chevalley's seminar.
FactSnippet No. 1,513,261 |
Alexander Grothendieck is noted for his mastery of abstract approaches to mathematics and his perfectionism in matters of formulation and presentation.
FactSnippet No. 1,513,262 |
Alexander Grothendieck'sinfluence spilled over into many other branches of mathematics, for example the contemporary theory of D-modules.
FactSnippet No. 1,513,263 |
Bulk of Alexander Grothendieck's published work is collected in the monumental, yet incomplete, Elements de geometrie algebrique and Seminaire de geometrie algebrique .
FactSnippet No. 1,513,264 |
Alexander Grothendieck's work includes the invention of the etale and l-adic cohomology theories, which explain an observation made by Andre Weil that argued for a connection between the topological characteristics of a variety and its diophantine properties.
FactSnippet No. 1,513,265 |
Alexander Grothendieck wrote that, of these themes, the largest in scope was topoi, as they synthesized algebraic geometry, topology, and arithmetic.
FactSnippet No. 1,513,266 |
Alexander Grothendieck wrote that the first and last themes, topological tensor products and regular configurations, were of more modest size than the others.
FactSnippet No. 1,513,267 |
Alexander Grothendieck is considered by many to be the greatest mathematician of the twentieth century.
FactSnippet No. 1,513,268 |
Alexander Grothendieck approached algebraic geometry by clarifying the foundations of the field, and by developing mathematical tools intended to prove a number of notable conjectures.
FactSnippet No. 1,513,269 |
Alexander Grothendieck laid a new foundation for algebraic geometry by making intrinsic spaces and associated rings the primary objects of study.
FactSnippet No. 1,513,270 |