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Currently displaying 1 – 5 of 5

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Injective semigroup-algebras

J. Green — 1998

Studia Mathematica

Semigroups S for which the Banach algebra $ℓ^{1} (S)$ is injective are investigated and an application to the work of O. Yu. Aristov is described.

Chern Classes and Extraspecial Groups.

David J. Green; Ian J. Leary — 1995

Manuscripta mathematica

Expansion in finite simple groups of Lie type

Emmanuel Breuillard; Ben J. Green; Robert Guralnick; Terence Tao — 2015

Journal of the European Mathematical Society

We show that random Cayley graphs of finite simple (or semisimple) groups of Lie type of fixed rank are expanders. The proofs are based on the Bourgain-Gamburd method and on the main result of our companion paper [BGGT].

Revised Report on the Algorithmic Language ALGOL 60.

F.L. Bauer; H. RUTISHAUSER; A.J. PERLIS; K. SAMELSON; J. GREEN; C. KATZ; J. MCCARTHY; P. NAUR; B. VAUQUOIS; J.H. WEGSTEIN; A. VAN WIJNGAARDEN; M. WOODGER; J.W BACKUS

Numerische Mathematik

Report on the algorithmic language ALGOL 60.

H. RUTISHAUSER; F.L. BAUER; A.J. PERLIS; K. SAMELSON; J.W. BACKUS; J. GREEN; C. KATZ; J. MCCARTHY; P. NAUR; B. VAUQUOIS; J.H. WEGSTEIN; A. VAN WIJNGAARDEN; M. WOODGER — 1960

Numerische Mathematik

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