Man

Roberto Aravire Flores

ACADEMICO

UNIVERSIDAD ARTURO PRAT, DPTO. CS. FÍS. Y MATEMÁTICAS

Iquique, Chile

Líneas de Investigación


Educación

  •  Algebra, UNIVERSIDAD DE CHILE. Chile, 1989

 

Article (21)

Cohomology and graded Witt group kernels for extensions of degree four in characteristic two
Graded Witt kernels of the compositum of quadratic extensions with the function fields of Pfister forms
PARTIAL FRACTIONS AND MILNOR K-THEORY
RESULTS ON WITT KERNELS OF QUADRATIC FORMS FOR MULTI-QUADRATIC EXTENSIONS
The graded Witt group kernel of biquadratic extensions in characteristic two
H(!)(X,v) of Conics and Witt Kernels in Characteristic 2
RELATIVE BRAUER GROUPS IN CHARACTERISTIC p
The unramified Witt group of hyperelliptic curves in characteristic 2
On some invariants of fields of characteristic p > 0
Annihilators of quadratic and bilinear forms over fields of characteristic two
Quadratic forms over rational function fields in characteristic 2
The Milnor sequence for WqF(X) in characteristic 2 when F is perfect
Linkage of fields in characteristic 2
The behavior of quadratic and differential forms under function field extensions in characteristic two
Special forms of two symbols are division algebras
A note on generic splitting of quadratic forms.
Versions of Springer's theorem for quadratic forms in characteristic 2.
p-algebras over maximally complete fields
On the u-invariant for quadratic forms and the linkage of cyclic algebras
Milnor's K-theory and quadratic forms over fields of characteristic two.
The behavior of the v-invariant of a field of characteristic 2 under finite extensions.