Every finite subunital of any generalized hermitian unital is itself a hermitian unital; the embedding is given by an embedding of quadratic field extensions. In particular, a generalized hermitian unital with a finite subunital is a hermitian one (i.e., it originates from a separable field extension)
AbstractLet E/F be a CM extension of number fields, and L be a positive definite binary hermitian la...
This paper starts from noting that, under certain conditions, *-representability and extensibility t...
Dirichlet’s unit theorem describes the structure of the unit group of any order in a number field. T...
Every finite subunital of any generalized hermitian unital is itself a hermitian unital; the embeddi...
In this paper, we prove that every lax generalized Veronesean embedding of the Hermitian unital of a...
Every embedding of a hermitian unital with at least four points on a block into any pappian projecti...
In this paper, we prove that every lax generalized Veronesean embedding of the Hermitian unital of a...
In this paper, we prove that every lax generalized Veronesean embedding of the Hermitian unital of a...
We show that a unital PG(2, q2) is Hermitian if and only if it is in the code generated by the lines...
We show that a unital PG(2, q2) is Hermitian if and only if it is in the code generated by the lines...
We show that a unital PG(2, q2) is Hermitian if and only if it is in the code generated by the lines...
We show that a unital PG(2, q2) is Hermitian if and only if it is in the code generated by the lines...
We consider unitals embedded in a pappian projective plane such that every block is a subline. We sh...
Available from British Library Document Supply Centre-DSC:DXN039590 / BLDSC - British Library Docume...
If every point of a unital is fixed by a non-trivial translation and at least one translation has or...
AbstractLet E/F be a CM extension of number fields, and L be a positive definite binary hermitian la...
This paper starts from noting that, under certain conditions, *-representability and extensibility t...
Dirichlet’s unit theorem describes the structure of the unit group of any order in a number field. T...
Every finite subunital of any generalized hermitian unital is itself a hermitian unital; the embeddi...
In this paper, we prove that every lax generalized Veronesean embedding of the Hermitian unital of a...
Every embedding of a hermitian unital with at least four points on a block into any pappian projecti...
In this paper, we prove that every lax generalized Veronesean embedding of the Hermitian unital of a...
In this paper, we prove that every lax generalized Veronesean embedding of the Hermitian unital of a...
We show that a unital PG(2, q2) is Hermitian if and only if it is in the code generated by the lines...
We show that a unital PG(2, q2) is Hermitian if and only if it is in the code generated by the lines...
We show that a unital PG(2, q2) is Hermitian if and only if it is in the code generated by the lines...
We show that a unital PG(2, q2) is Hermitian if and only if it is in the code generated by the lines...
We consider unitals embedded in a pappian projective plane such that every block is a subline. We sh...
Available from British Library Document Supply Centre-DSC:DXN039590 / BLDSC - British Library Docume...
If every point of a unital is fixed by a non-trivial translation and at least one translation has or...
AbstractLet E/F be a CM extension of number fields, and L be a positive definite binary hermitian la...
This paper starts from noting that, under certain conditions, *-representability and extensibility t...
Dirichlet’s unit theorem describes the structure of the unit group of any order in a number field. T...
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