odd order groups are solvable, which is what Feit and Thompson proved. The attack on Burnside's conjecture was started by Michio Suzuki (1957), who studied...

conjecture Kelvin's conjecture Kouchnirenko's conjecture Mertens conjecture Pólya conjecture, 1919 (1958) Ragsdale conjecture Schoenflies conjecture (disproved...

modern proofs are less than a page long. 1963 Odd order theorem by Feit and Thompson was 255 pages long, which at the time was over 10 times as long as...

progressions. Erdős–Mollin–Walsh conjecture: no three consecutive numbers are all powerful. Feit–Thompson conjecture: for all distinct prime numbers p...

(PDF) from the original on 2 July 2017. Retrieved 31 March 2017. Walter Feit. On the Work of Efim Zelmanov. Proceedings of the International Congress...

the remaining 6 are referred to as pariahs. The famous theorem of Feit and Thompson states that every group of odd order is solvable. Therefore, every...

(11): 1382–1393, MR 2463991, archived (PDF) from the original on 2011-08-05 "Feit thomson proved in coq - Microsoft Research Inria Joint Centre". 2016-11-19...

proofs can require hundreds of pages to express, such as the 255-page Feit–Thompson theorem. The emergence of computer-assisted proofs has allowed proof...

universal mapping property of generalized Jacobians" 1965 Walter Feit John G. Thompson for their joint paper "Solvability of groups of odd order" 1970...

serving as the foundation for the modern theory of Lie groups. Walter Feit and John Thompson (1960) Description: Gave a complete proof of the solvability of...

given shape (with J. Sutherland Frame and G. de B. Robinson) and the influential Brauer-Thrall conjectures (with Richard Brauer). For two years, from 1940...

Faustman–Ohlin theorem (economics) Feferman–Vaught theorem (model theory) Feit–Thompson theorem (finite groups) Fenchel's duality theorem (convex analysis)...

oog op onvoltooide werk" (his eye on unfinished work) and "daarby nog die feit dat ek die vertroue geniet van die Mandaats Commissie" (in addition I have...

group exert control over the group that was used in the proof of the Feit–Thompson theorem. Certain central extensions of elementary abelian groups called...

functions and linear algebra Walter Feit (Ph.D. 1955), winner of the 7th Cole Prize in 1965; known for proving the Feit–Thompson theorem David Gale (MA 1947)...

brought together group theorists such as Daniel Gorenstein, John G. Thompson and Walter Feit, laying the foundation of a collaboration that, with input from...

Dynkin (Professor) — mathematician Walter Feit (Professor, 1952–64) — mathematician, co-author of the Feit–Thompson theorem William Feller (Professor 1945-1950)...