Algebra of projective differential invariants and description of projective classes of regular smooth plane curves are found. A classification and projective normal forms for special classes of plane curves are given
Abstract. The `linear orbit ' of a plane curve of degree d is its orbit in P d(d+3)=2 under the...
AbstractWe study the equi-centro-affine invariants of plane curves from the view point of the singul...
Abstract. The projective normality of smooth, linearly normal surfaces of degree 9 in PN is studied....
AbstractEliminating the arbitrary coefficients in the equation of a generic plane curve of order n b...
Eliminating the arbitrary coefficients in the equation of a generic plane curve of order $n$ by comp...
In this paper the (smooth irreducible) curves of the projective space which can be constructed on co...
AbstractIn this paper the (smooth irreducible) curves which can be constructed on cones over project...
In this paper projective normalization and projective invariants of planar curves are discussed. It ...
In this paper, we extend the Yang’s list of reduced sextic plane curves to rational irreducible proj...
We study the automorphism and collineation groups of plane curves, i.e., in IP², that are not necess...
In this book, the general theory of submanifolds in a multidimensional projective space is construct...
ABSTRACT. Classification theory and the study of projective varieties which are covered by rational ...
International audienceRecently, several methods have been proposed for describing plane, non-algebra...
AbstractIn this paper, we extend the Yang’s list of reduced sextic plane curves to rational irreduci...
1.Introduction 2.Euclidean geometry 3.Transformation groups 4.Similarity geometry 5.Log aesthetic cu...
Abstract. The `linear orbit ' of a plane curve of degree d is its orbit in P d(d+3)=2 under the...
AbstractWe study the equi-centro-affine invariants of plane curves from the view point of the singul...
Abstract. The projective normality of smooth, linearly normal surfaces of degree 9 in PN is studied....
AbstractEliminating the arbitrary coefficients in the equation of a generic plane curve of order n b...
Eliminating the arbitrary coefficients in the equation of a generic plane curve of order $n$ by comp...
In this paper the (smooth irreducible) curves of the projective space which can be constructed on co...
AbstractIn this paper the (smooth irreducible) curves which can be constructed on cones over project...
In this paper projective normalization and projective invariants of planar curves are discussed. It ...
In this paper, we extend the Yang’s list of reduced sextic plane curves to rational irreducible proj...
We study the automorphism and collineation groups of plane curves, i.e., in IP², that are not necess...
In this book, the general theory of submanifolds in a multidimensional projective space is construct...
ABSTRACT. Classification theory and the study of projective varieties which are covered by rational ...
International audienceRecently, several methods have been proposed for describing plane, non-algebra...
AbstractIn this paper, we extend the Yang’s list of reduced sextic plane curves to rational irreduci...
1.Introduction 2.Euclidean geometry 3.Transformation groups 4.Similarity geometry 5.Log aesthetic cu...
Abstract. The `linear orbit ' of a plane curve of degree d is its orbit in P d(d+3)=2 under the...
AbstractWe study the equi-centro-affine invariants of plane curves from the view point of the singul...
Abstract. The projective normality of smooth, linearly normal surfaces of degree 9 in PN is studied....
DOI
Add to ORKG