- DID A 1-DIMENSIONAL MAGNET DETECT A 248-DIMENSIONAL LIE ALGEBRA?
- manuscripta mathematica manuscript No. (will be inserted by the editor)
- ?W H A T I S . . . a Linear Algebraic
- Submitted exclusively to the London Mathematical Society doi:10.1112/0000/000000
- Geometries, the principle of duality, and algebraic Michael Carr
- Contemporary Mathematics Orthogonal involutions on algebras of degree 16 and the
- UNRAMIFIED COHOMOLOGY OF CLASSIFYING VARIETIES FOR EXCEPTIONAL SIMPLY CONNECTED GROUPS
- manuscripta mathematica manuscript No. (will be inserted by the editor)
- UNRAMIFIED COHOMOLOGY OF CLASSIFYING VARIETIES FOR EXCEPTIONAL SIMPLY CONNECTED GROUPS
- KneserTits for a rank 1 form of E 6 (after Veldkamp) Skip Garibaldi
- PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
- THE -FILTRATION AND THE ROST INVARIANT SKIP GARIBALDI AND KIRILL ZAINOULLINE
- TOTARO'S QUESTION ON ZEROCYCLES ON G 2 , F 4 , AND E 6 TORSORS
- Kneser-Tits for a rank 1 form of E6 (after Veldkamp) Skip Garibaldi
- GROUPS OF OUTER TYPE E6 WITH TRIVIAL TITS SKIP GARIBALDI AND HOLGER P. PETERSSON
- algebraic groups 16-20 May 2007
- UNRAMIFIED COHOMOLOGY OF CLASSIFYING VARIETIES FOR EXCEPTIONAL SIMPLY CONNECTED GROUPS
- The characteristic polynomial and determinant are not ad hoc constructions
- Quadratic forms invariant under algebraic groups: Skip Garibaldi
- Kneser-Tits for a rank 1 form of E6 (after Veldkamp) Skip Garibaldi
- Geometries, the principle of duality, and algebraic Michael Carr
- Wild Pfister forms over Henselian fields, K-theory, and conic division algebras$
- OUTER AUTOMORPHISMS OF ALGEBRAIC GROUPS AND DETERMINING GROUPS BY THEIR MAXIMAL TORI
- QUATERNION ALGEBRAS WITH THE SAME SUBFIELDS SKIP GARIBALDI AND DAVID J. SALTMAN
- DEGREE 5 INVARIANT OF E8 SKIP GARIBALDI AND NIKITA SEMENOV
- BULLETIN (New Series) OF THE AMERICAN MATHEMATICAL SOCIETY
- Finding good bets in the lottery, and why you shouldn't take them
- ORTHOGONAL REPRESENTATIONS OF TWISTED FORMS OF SKIP GARIBALDI
- RESTRICTING THE ROST INVARIANT TO THE CENTER SKIP GARIBALDI AND ANNE QUEGUINER-MATHIEU
- TOTARO'S QUESTION ON ZERO-CYCLES ON G2, F4, AND SKIP GARIBALDI AND DETLEV W. HOFFMANN
- The characteristic polynomial and determinant are not ad hoc constructions
- The characteristic polynomial and determinant are not ad hoc constructions
- | manuscripta mathematica manuscript No. * | (will be inserted by the editor) *
- Geometries, the principle of duality, and algebraic groups*
- The characteristic polynomial and determinant are not ad hoc constructions
- TOTARO'S QUESTION ON ZERO-CYCLES ON G2, F4, AND E6 TORSORS
- Shells of twisted flag varieties and non-decomposibility of the Rost invariant
- Lester R. Ford Awards The Lester R. Ford Awards, established in 1964, are made to
- The answer is ... science! Last Updated: 12:37 AM, March 4, 2012
- LINEAR PRESERVERS AND REPRESENTATIONS WITH A 1-DIMENSIONAL RING OF INVARIANTS