Topics
cubic surfaceGrape
affine varietyOrganisation
Cataloged from PDF version of article.In this thesis we give necessary and sufficient conditions for a curve C on a given cubic surface Q so that Q − C is affine. We use this to give a simpler proof of cd(P 3 − C) = 1 by using Budach’s method for these curves.We investigate the nature of curves on cubic surfaces such that the cubic surface minus these curves is an affine variety. We give combinatorial conditions for the existence of such curves.Türkmen, İnan UtkuM.S
In the first part of this paper, we examine properties of K3 surfaces of the form: (x2 + 1)(y2 + 1)(...
AbstractLet M be a compact C-analytic surface, let Γ⊂M be a compact analytic subvariety and let X:=M...
42 pagesThis thesis is primarily concerned with the fact that the general quartic surface does not c...
In this thesis, we use the Clebsch map to construct cubic surfaces with twenty-seven lines in PG(3, ...
[ES] Estudio de las supeficies cúbicas suaves complejas. Demostración del Teorema de Cayley-Salmon s...
AbstractCubic surfaces embedded in complex projective 3-space are a classical illustration of the us...
The aim of this work is to provide a method to find explicitly generators for the Picard group of a ...
Let S be a smooth n-dimensional cubic variety over a field K and suppose that K is finitely generate...
In this thesis, we classify the cubic surfaces with twenty-seven lines in three dimensional projecti...
We report on the computation of invariants, covariants, and contravariants of cubic surfaces. The ap...
This thesis is a compilation of three papers. The Cayley–Salmon theorem implies the existence of a ...
14 pagesWe consider the polynomial algebra $\mathbb{C}[\mathbf{z}]:=\mathbb{C}[z_1,\,z_2,\,z_3]$ and...
Cubic surfaces embedded in complex projective 3-space are a classical illustration of the use of old...
Extending a geometric construction due to Sederberg and to Bajaj, Holt, and Netravali, an algorithm ...
We present a collection of research questions on cubic surfaces in 3-space. These questio...
In the first part of this paper, we examine properties of K3 surfaces of the form: (x2 + 1)(y2 + 1)(...
AbstractLet M be a compact C-analytic surface, let Γ⊂M be a compact analytic subvariety and let X:=M...
42 pagesThis thesis is primarily concerned with the fact that the general quartic surface does not c...
In this thesis, we use the Clebsch map to construct cubic surfaces with twenty-seven lines in PG(3, ...
[ES] Estudio de las supeficies cúbicas suaves complejas. Demostración del Teorema de Cayley-Salmon s...
AbstractCubic surfaces embedded in complex projective 3-space are a classical illustration of the us...
The aim of this work is to provide a method to find explicitly generators for the Picard group of a ...
Let S be a smooth n-dimensional cubic variety over a field K and suppose that K is finitely generate...
In this thesis, we classify the cubic surfaces with twenty-seven lines in three dimensional projecti...
We report on the computation of invariants, covariants, and contravariants of cubic surfaces. The ap...
This thesis is a compilation of three papers. The Cayley–Salmon theorem implies the existence of a ...
14 pagesWe consider the polynomial algebra $\mathbb{C}[\mathbf{z}]:=\mathbb{C}[z_1,\,z_2,\,z_3]$ and...
Cubic surfaces embedded in complex projective 3-space are a classical illustration of the use of old...
Extending a geometric construction due to Sederberg and to Bajaj, Holt, and Netravali, an algorithm ...
We present a collection of research questions on cubic surfaces in 3-space. These questio...
In the first part of this paper, we examine properties of K3 surfaces of the form: (x2 + 1)(y2 + 1)(...
AbstractLet M be a compact C-analytic surface, let Γ⊂M be a compact analytic subvariety and let X:=M...
42 pagesThis thesis is primarily concerned with the fact that the general quartic surface does not c...
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