Publication date
January 1994
DOI Publisher
Walter de Gruyter GmbH Citation count (estimate)
1Abstract
We classify all irreducible curves in P4, of degree d and not lying on surfaces of degree s<<d, whose genus is maximal
We classify all irreducible curves in P4, of degree d and not lying on surfaces of degree s<<d, whose genus is maximal
AbstractThis note contains general remarks concerning finite fields over which a so-called maximal, ...
This note contains general remarks concerning finite fields over which a so-called maximal, hyperell...
Uma curva algébrica projetiva, geometricamente irredutível e não singular definida sobre Fq2 de gêne...
We classify all irreducible curves in P4, of degree d and not lying on surfaces of degree s<<d, whos...
We determine the maximal genus of irreducible projective curves of degree d, not contained on surfac...
We study the following problem: find the maximal genus G(d, s, t) of an irreducible curve C in p4 of...
The number N of rational points on an algebraic curve of genus g over a finite field bb F-q satisfie...
Fix integers r, s(1),..., s(l) such that 1 = r-l+1, and let C(r; s(1),..., s(l)) be the set of all i...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
An elementary and self-contained argument for the complete determination of maximal plane curves of ...
AbstractWe determine all the possible geometric genera of curves of degree d in Pr which are not con...
In this paper we prove that for any prime p and for any p-power q there is a constant C_p > 0 such t...
The genus g of an F-q2-maximal curve satisfies g = g(1) := q(q - 1)/2 or g less than or equal to g(2...
A classical problem in the theory of projective curves is the classification of all their possible g...
Let PMAX(d,s) denote the maximum arithmetic genus of a locally Cohen-Macaulay curve of degree d in \...
AbstractThis note contains general remarks concerning finite fields over which a so-called maximal, ...
This note contains general remarks concerning finite fields over which a so-called maximal, hyperell...
Uma curva algébrica projetiva, geometricamente irredutível e não singular definida sobre Fq2 de gêne...
We classify all irreducible curves in P4, of degree d and not lying on surfaces of degree s<<d, whos...
We determine the maximal genus of irreducible projective curves of degree d, not contained on surfac...
We study the following problem: find the maximal genus G(d, s, t) of an irreducible curve C in p4 of...
The number N of rational points on an algebraic curve of genus g over a finite field bb F-q satisfie...
Fix integers r, s(1),..., s(l) such that 1 = r-l+1, and let C(r; s(1),..., s(l)) be the set of all i...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
An elementary and self-contained argument for the complete determination of maximal plane curves of ...
AbstractWe determine all the possible geometric genera of curves of degree d in Pr which are not con...
In this paper we prove that for any prime p and for any p-power q there is a constant C_p > 0 such t...
The genus g of an F-q2-maximal curve satisfies g = g(1) := q(q - 1)/2 or g less than or equal to g(2...
A classical problem in the theory of projective curves is the classification of all their possible g...
Let PMAX(d,s) denote the maximum arithmetic genus of a locally Cohen-Macaulay curve of degree d in \...
AbstractThis note contains general remarks concerning finite fields over which a so-called maximal, ...
This note contains general remarks concerning finite fields over which a so-called maximal, hyperell...
Uma curva algébrica projetiva, geometricamente irredutível e não singular definida sobre Fq2 de gêne...
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