<--- Back to Details
First PageDocument Content
Quadratic forms / Isotropic quadratic form / Quadratic polynomial / Symmetric bilinear form / Degenerate form / Orthogonal group / Bilinear map / Witt group / Inner product space / Algebra / Linear algebra / Mathematics
Date: 2012-11-27 11:57:24
Quadratic forms
Isotropic quadratic form
Quadratic polynomial
Symmetric bilinear form
Degenerate form
Orthogonal group
Bilinear map
Witt group
Inner product space
Algebra
Linear algebra
Mathematics

Add to Reading List

Source URL: www.math.miami.edu

Download Document from Source Website

File Size: 194,97 KB

Share Document on Facebook

Similar Documents

Algebra / Mathematics / Linear algebra / Quadratic forms / Clifford algebra / Bilinear form / Witt group / Mutation / Sesquilinear form / Trace / Quaternion / -quadratic form

201 Documenta Math. Quadratic Quaternion Forms, Involutions and Triality

DocID: 1rnAz - View Document

Geography of Florida / Florida / Withlacoochee River / Cross Florida Barge Canal / Lake Rousseau / Withlacoochee

Citizens group launches study to learn why Lower Withlacoochee River appears to be dying Levy County Journal 28 May 2015 By Terry Witt Senior Staff Writer

DocID: 1rmgf - View Document

Algebra / Quadratic forms / Isotropic quadratic form / Witt group / Quaternion algebra / Definite quadratic form / Involution / Triality / Quadratic / Isotropy

Documenta Mathematica Extra Volume Quadratic Forms and Related Topics, LSU, Baton Rouge, 2001 Preface 1

DocID: 1r5ER - View Document

Algebra / Abstract algebra / Mathematics / Ring theory / Number theory / Algebraic groups / Algebraic geometry / Witt vector / Ring / Distribution / ArtinHasse exponential / Cohomology

WITT VECTORS AND A QUESTION OF KEATING AND RUDNICK NICHOLAS M. KATZ Abstract. We prove an equidistribution result for certain families of L-functions attached to characters of the group of truncated “big” Witt vector

DocID: 1r4dk - View Document

Algebra / Quadratic forms / Mathematics / Isotropic quadratic form / Witt group / Quadratic / Alexander Merkurjev / Witt equivalence / Orthogonal group / Square / Albrecht Pfister / Quaternion algebra

3 List of Talks 1. Jon Arason Witt Groups of Projective Line Bundles

DocID: 1qRpC - View Document