Publication date
January 1991
DOIAbstract
We show that a unital PG(2, q2) is Hermitian if and only if it is in the code generated by the lines of PG(2, q2). This implies the truth of a conjecture made by Assmus and Key
We show that a unital PG(2, q2) is Hermitian if and only if it is in the code generated by the lines of PG(2, q2). This implies the truth of a conjecture made by Assmus and Key
Every finite subunital of any generalized hermitian unital is itself a hermitian unital; the embeddi...
It is known that the classical unital arising from the Hermitian curve in PG(2,9) does not have a 2-...
It is known that the classical unital arising from the Hermitian curve in PG(2,9) does not have a 2-...
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...
It is known that the Hermitian varieties are codewords in the code defined by the points and hyperpl...
It is known that the Hermitian varieties are codewords in the code defined by the points and hyperpl...
If every point of a unital is fixed by a non-trivial translation and at least one translation has or...
We consider unitals embedded in a pappian projective plane such that every block is a subline. We sh...
If every point of a unital is fixed by a non-trivial translation and at least one translation has or...
Hermitian functional and differential codes defined over divisors with strong combinatorial and alge...
Hermitian functional and differential codes defined over divisors with strong combinatorial and alge...
Hermitian functional and differential codes defined over divisors with strong combinatorial and alge...
It is known that the classical unital arising from the Hermitian curve in PG(2,9) does not have a 2-...
Every finite subunital of any generalized hermitian unital is itself a hermitian unital; the embeddi...
It is known that the classical unital arising from the Hermitian curve in PG(2,9) does not have a 2-...
It is known that the classical unital arising from the Hermitian curve in PG(2,9) does not have a 2-...
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...
It is known that the Hermitian varieties are codewords in the code defined by the points and hyperpl...
It is known that the Hermitian varieties are codewords in the code defined by the points and hyperpl...
If every point of a unital is fixed by a non-trivial translation and at least one translation has or...
We consider unitals embedded in a pappian projective plane such that every block is a subline. We sh...
If every point of a unital is fixed by a non-trivial translation and at least one translation has or...
Hermitian functional and differential codes defined over divisors with strong combinatorial and alge...
Hermitian functional and differential codes defined over divisors with strong combinatorial and alge...
Hermitian functional and differential codes defined over divisors with strong combinatorial and alge...
It is known that the classical unital arising from the Hermitian curve in PG(2,9) does not have a 2-...
Every finite subunital of any generalized hermitian unital is itself a hermitian unital; the embeddi...
It is known that the classical unital arising from the Hermitian curve in PG(2,9) does not have a 2-...
It is known that the classical unital arising from the Hermitian curve in PG(2,9) does not have a 2-...
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