Yahoo Italia Ricerca nel Web

Risultati di ricerca

  1. Arthur Cayley ( Richmond, 16 de agosto de 1821 — Cambridge, 26 de janeiro de 1895) foi um matemático britânico. Foi Professor Sadleiriano de Matemática Pura, Universidade de Cambridge, de 1863 a 1895. As suas contribuições incluem a multiplicação de matrizes e o teorema de Cayley. Quando criança, Cayley resolvia complexos problemas de ...

  2. Arthur Cayley (16 août 1821 [Richmond] - 26 janvier 1895 [Cambridge]) Le mathématicien Arthur Cayley, né le 16 août 1821 à Richmond, ville de la banlieue de Londres, passe les huit premières années de sa vie à Saint Petersbourg, en Russie, où ses parents, de prospères commerçants, se sont établis. Lorsqu'ils reviennent en Angleterre ...

  3. 4 apr 2006 · The collected mathematical papers of Arthur Cayley by Cayley, Arthur, 1821-1895; Forsyth, Andrew Russell, 1858-1942. Publication date 1889-1897 Topics

  4. Arthur Cayley is undoubtedly the best known English mathematician of the 19th century, and this well-written biography is the first we have of him. Tony Crilly has spent twenty years researching and writing it, and it is full of shrewd observation and careful analysis. Perhaps the hardest thing for a modern reader to understand is the nature of ...

  5. 5 giorni fa · Introduction. Arthur Cayley's 1854 paper On the theory of groups, as depending on the symbolic equation θ n = 1 inaugurated the abstract idea of a group [2]. I have used this very understandable paper several times for reading, discussion, and homework in teaching introductory abstract algebra, where students are first introduced to group theory.

  6. 30 dic 2005 · Arthur Cayley (1821–1895) was one of the most prolific and important mathematicians of the Victorian era. His influence still pervades modern mathematics, in group theory (Cayley's theorem), matrix algebra (the Cayley-Hamilton theorem), and invariant theory, where he made his most significant contributions.

  7. 10 nov 2022 · Arthur Cayley (1821–1895) was a key figure in the creation of modern algebra. He studied mathematics at Cambridge and published three papers while still an undergraduate. He then qualified as a lawyer and published about 250 mathematical papers during his fourteen years at the Bar.