Artículo de publicación ISIWe complete all local spinor norm computations for quater-nionic skew-hermitian forms over the field Qof rational num-bers. This can be used to compute the number of classes in a genus of skew-hermitian lattices of rank 2or larger over a max-imal order in a quaternion algebra Dover Qin many cases, e.g., when Dramifies at infinity. Examples are providedFONDECYT, Project No. 112056
We describe an algorithm that allows to compute the Euclidean minimum (for the norm form) of any ord...
AbstractLet (F, p) be a quadratic ramified extension of the field Q2 of 2-adic numbers, with D its r...
The spinor norms of the integral rotations on the modular quadratic forms over a local field, which ...
Artículo de publicación ISIWe complete all local spinor norm computations for quater-nionic skew-her...
Classes of indefinite quadratic forms in a genus are in correspondence with the Galois group of an ...
Classes of indefinite quadratic forms in a genus are in correspondence with the Galois group of an ...
AbstractLet (F, p) be a quadratic ramified extension of the field Q2 of 2-adic numbers, with D its r...
AbstractIn this paper maximal orders Λ in quaternion algebras having an involution over a quadratic ...
It is known that classes of indefinite quadratic forms in a genus are classified by the Galois group...
In quadratic form theory over fields, a much studied field invariant is the u-invariant, defined as ...
This thesis examines unimodular even lattices in Euclidean vector spaces, called theta lattices in t...
Let K be a quadratic extension of Q, B a quaternion alge-bra over Q and A = B ⊗Q K. Let O be a maxim...
honors thesisCollege of ScienceMathematicsGordan SavinLet L=K be a quadratic extension of global fie...
This thesis mainly deals with the analysis of quaternionic modular forms of degree two over the maxi...
AbstractThe isometry classification problem occupies a central role in the theory of quadratic and h...
We describe an algorithm that allows to compute the Euclidean minimum (for the norm form) of any ord...
AbstractLet (F, p) be a quadratic ramified extension of the field Q2 of 2-adic numbers, with D its r...
The spinor norms of the integral rotations on the modular quadratic forms over a local field, which ...
Artículo de publicación ISIWe complete all local spinor norm computations for quater-nionic skew-her...
Classes of indefinite quadratic forms in a genus are in correspondence with the Galois group of an ...
Classes of indefinite quadratic forms in a genus are in correspondence with the Galois group of an ...
AbstractLet (F, p) be a quadratic ramified extension of the field Q2 of 2-adic numbers, with D its r...
AbstractIn this paper maximal orders Λ in quaternion algebras having an involution over a quadratic ...
It is known that classes of indefinite quadratic forms in a genus are classified by the Galois group...
In quadratic form theory over fields, a much studied field invariant is the u-invariant, defined as ...
This thesis examines unimodular even lattices in Euclidean vector spaces, called theta lattices in t...
Let K be a quadratic extension of Q, B a quaternion alge-bra over Q and A = B ⊗Q K. Let O be a maxim...
honors thesisCollege of ScienceMathematicsGordan SavinLet L=K be a quadratic extension of global fie...
This thesis mainly deals with the analysis of quaternionic modular forms of degree two over the maxi...
AbstractThe isometry classification problem occupies a central role in the theory of quadratic and h...
We describe an algorithm that allows to compute the Euclidean minimum (for the norm form) of any ord...
AbstractLet (F, p) be a quadratic ramified extension of the field Q2 of 2-adic numbers, with D its r...
The spinor norms of the integral rotations on the modular quadratic forms over a local field, which ...