Add to ORKGAbstract. We enumerate all one-class genera of definite ternary quadratic forms over number fields. For this, we construct all orders of type number one in definite quaternion algebras over number fields. Finally, we list all definite quaternion orders of ideal class number one. 1
AbstractIn this paper maximal orders Λ in quaternion algebras having an involution over a quadratic ...
AbstractLet U be a definite rational quaternion algebra and Λ a special order in U. Consider the ter...
In this note we study diagonal genera of positive definite quadratic forms over rational integers. S...
Let R be the ring of integers in a totally real quadratic field K. The purpose of the thesis is to s...
Let R be the ring of integers in a totally real quadratic field K. The purpose of the thesis is to s...
AbstractLet U be a definite rational quaternion algebra and Λ a special order in U. Consider the ter...
Let K be a totally real number field and let B be a totally definite quaternion algebra over K. Give...
Abstract. We first reformulate the main theorem on quadratic Diophantine equations given in our rece...
Artículo de publicación ISIA commutative order in a quaternion algebra is called selective if it is...
Artículo de publicación ISIA commutative order in a quaternion algebra is called selective if it is...
In this note we study diagonal genera of positive definite quadratic forms over rational integers. S...
Abstract. We provide algorithms to count and enumerate representatives of the (right) ideal classes ...
summary:Quaternion algebras $(\frac {-1,b}{\mathbb {Q}})$ are investigated and isomorphisms between ...
summary:Quaternion algebras $(\frac {-1,b}{\mathbb {Q}})$ are investigated and isomorphisms between ...
summary:Quaternion algebras $(\frac {-1,b}{\mathbb {Q}})$ are investigated and isomorphisms between ...
AbstractIn this paper maximal orders Λ in quaternion algebras having an involution over a quadratic ...
AbstractLet U be a definite rational quaternion algebra and Λ a special order in U. Consider the ter...
In this note we study diagonal genera of positive definite quadratic forms over rational integers. S...
Let R be the ring of integers in a totally real quadratic field K. The purpose of the thesis is to s...
Let R be the ring of integers in a totally real quadratic field K. The purpose of the thesis is to s...
AbstractLet U be a definite rational quaternion algebra and Λ a special order in U. Consider the ter...
Let K be a totally real number field and let B be a totally definite quaternion algebra over K. Give...
Abstract. We first reformulate the main theorem on quadratic Diophantine equations given in our rece...
Artículo de publicación ISIA commutative order in a quaternion algebra is called selective if it is...
Artículo de publicación ISIA commutative order in a quaternion algebra is called selective if it is...
In this note we study diagonal genera of positive definite quadratic forms over rational integers. S...
Abstract. We provide algorithms to count and enumerate representatives of the (right) ideal classes ...
summary:Quaternion algebras $(\frac {-1,b}{\mathbb {Q}})$ are investigated and isomorphisms between ...
summary:Quaternion algebras $(\frac {-1,b}{\mathbb {Q}})$ are investigated and isomorphisms between ...
summary:Quaternion algebras $(\frac {-1,b}{\mathbb {Q}})$ are investigated and isomorphisms between ...
AbstractIn this paper maximal orders Λ in quaternion algebras having an involution over a quadratic ...
AbstractLet U be a definite rational quaternion algebra and Λ a special order in U. Consider the ter...
In this note we study diagonal genera of positive definite quadratic forms over rational integers. S...