The quadratic forms in three variables over the field Z2 are classified. Some remarks are made about the group of equivalences GL(3,Z2) of the quadratic forms
In this degree thesis, we present some of the theory of integer binary quadratic forms, namely the c...
We determine the border rank of each power of any quadratic form in three variables. Since the probl...
AbstractThe quadratic fields whose class numbers are divisible by 3 are parametrized as with integer...
Abstract. We present a theory of classifying quadratic forms over an algebraic number field which is...
AbstractLet Fq be a finite field containing F4. Let k⩾2 be an integer. We give a full classification...
Quadratic forms over division algebras over local or global fields of characteristic 2 are classifie...
AbstractQuadratic forms over division algebras over local or global fields of characteristic 2 are c...
Let F-q be a finite field of characteristic 2, not containing F-4. Let k >= 2 be an even integer. We...
AbstractLet Xn denote the set of quadratic forms in n variables over a finite field Fq. We define th...
Let F-q be a finite field containing F-4. Let k >= 2 be an integer. We give a full classification of...
Let F-q be a finite field containing F-4. Let k >= 2 be an integer. We give a full classification of...
This paper shall be mostly concerned with the development and the properties of three quadratic poly...
The objective of this thesis is the complete classification of quadratic forms over the field of rat...
AbstractFollowing a review and new results concerning the discriminants Δ(A,B) = A6 + 4B6 and −3Δ(A,...
AbstractWe give the complete classification of quadratic forms tr(AX2) obtained by taking the trace ...
In this degree thesis, we present some of the theory of integer binary quadratic forms, namely the c...
We determine the border rank of each power of any quadratic form in three variables. Since the probl...
AbstractThe quadratic fields whose class numbers are divisible by 3 are parametrized as with integer...
Abstract. We present a theory of classifying quadratic forms over an algebraic number field which is...
AbstractLet Fq be a finite field containing F4. Let k⩾2 be an integer. We give a full classification...
Quadratic forms over division algebras over local or global fields of characteristic 2 are classifie...
AbstractQuadratic forms over division algebras over local or global fields of characteristic 2 are c...
Let F-q be a finite field of characteristic 2, not containing F-4. Let k >= 2 be an even integer. We...
AbstractLet Xn denote the set of quadratic forms in n variables over a finite field Fq. We define th...
Let F-q be a finite field containing F-4. Let k >= 2 be an integer. We give a full classification of...
Let F-q be a finite field containing F-4. Let k >= 2 be an integer. We give a full classification of...
This paper shall be mostly concerned with the development and the properties of three quadratic poly...
The objective of this thesis is the complete classification of quadratic forms over the field of rat...
AbstractFollowing a review and new results concerning the discriminants Δ(A,B) = A6 + 4B6 and −3Δ(A,...
AbstractWe give the complete classification of quadratic forms tr(AX2) obtained by taking the trace ...
In this degree thesis, we present some of the theory of integer binary quadratic forms, namely the c...
We determine the border rank of each power of any quadratic form in three variables. Since the probl...
AbstractThe quadratic fields whose class numbers are divisible by 3 are parametrized as with integer...
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