New historical aspects of the classification of ruled quartic surfaces and the relation to string models and plaster models are presented. In a ‘modern’ treatment of the classification of ruled quartic surfaces the classical one is corrected and completed. The string models of Series XIII of some ruled quartic surfaces are based on a result of Rohn concerning curves in P1 × P1 of bi-degree (2, 2). This is given here a conceptional proof
A Steiner surface is the generic case of a quadratically parameterizable quartic surface used in ge...
In [S 1] Saint-Donat shows how to apply a theorem of Del Pezzo and Bertini (quoted as theorem l belo...
Any ruled surface in R-3 is described as a curve of unit dual vectors in the algebra of dual quatern...
New historical aspects of the classification of ruled quartic surfaces and the relation to string mo...
Abstract. A smooth quartic curve in the complex projective plane has 36 inequivalent representations...
In 1884 the German mathematician Karl Rohn published a substantial paper (Rohn, 1884) on the propert...
AbstractA smooth quartic curve in the complex projective plane has 36 inequivalent representations a...
Ternary real-valued quartics in R 3 being invariant under octahedral symmetry are considered. The ge...
The study of generic quartic symmetroids in projective 3-space dates back to Cayley, but little is k...
The Rijksuniversiteit Groningen has a number of string models of discriminant surfaces. In this thes...
International audienceWe study new families of curves that are suitable for efficiently parametrizin...
A very general surface of degree at least four in P 3 contains no curves other than intersections wi...
Abstract. We study new families of curves that are suitable for efficiently spanning their moduli sp...
Abstarct: In this study, surfaces are defined by using dual vectors and line transformations. A new ...
The hypersurface of Luroth quartic curves inside the projective space of plane quartics has degree 5...
A Steiner surface is the generic case of a quadratically parameterizable quartic surface used in ge...
In [S 1] Saint-Donat shows how to apply a theorem of Del Pezzo and Bertini (quoted as theorem l belo...
Any ruled surface in R-3 is described as a curve of unit dual vectors in the algebra of dual quatern...
New historical aspects of the classification of ruled quartic surfaces and the relation to string mo...
Abstract. A smooth quartic curve in the complex projective plane has 36 inequivalent representations...
In 1884 the German mathematician Karl Rohn published a substantial paper (Rohn, 1884) on the propert...
AbstractA smooth quartic curve in the complex projective plane has 36 inequivalent representations a...
Ternary real-valued quartics in R 3 being invariant under octahedral symmetry are considered. The ge...
The study of generic quartic symmetroids in projective 3-space dates back to Cayley, but little is k...
The Rijksuniversiteit Groningen has a number of string models of discriminant surfaces. In this thes...
International audienceWe study new families of curves that are suitable for efficiently parametrizin...
A very general surface of degree at least four in P 3 contains no curves other than intersections wi...
Abstract. We study new families of curves that are suitable for efficiently spanning their moduli sp...
Abstarct: In this study, surfaces are defined by using dual vectors and line transformations. A new ...
The hypersurface of Luroth quartic curves inside the projective space of plane quartics has degree 5...
A Steiner surface is the generic case of a quadratically parameterizable quartic surface used in ge...
In [S 1] Saint-Donat shows how to apply a theorem of Del Pezzo and Bertini (quoted as theorem l belo...
Any ruled surface in R-3 is described as a curve of unit dual vectors in the algebra of dual quatern...