Add to ORKGWe describe the status of the following two questions: What are the automorphisms of the affine n-space An? Given m < n, is there a unique way (up to automorphisms of An) to embed Am in A n
We shall review recent developments in affine algebraic geometry. The topics treated in the present ...
Abstract. In the paper basic notions of an affine space over a linear space, usually called an affin...
AbstractWe study the degree of the inverse of an automorphism f of the affine n-space over a C-algeb...
Affine Algebraic Geometry is the study of affine spaces An and of algebraic varieties which resemble...
AbstractIn this paper, we address the following two general problems: given two algebraic varieties ...
There is no doubt that complex a–ne n-space An = AnC is one of the basic objects in algebraic geomet...
K. Masuda et al (eds.)International audienceThis is a survey on the automorphism groups in various c...
This note is related to the following two basic problems in Algebraic Geometry. PROBLEM A. Topologic...
AbstractThe main subject of our study is GA2,n, the variety of automophisms of the affine plane of d...
22 pagesIn this paper we show that an affine space is determined by the abstract group structure of ...
22 pagesIn this paper we show that an affine space is determined by the abstract group structure of ...
Abstract. We study the automorphisms of some nice hypersurfaces and complete inter-sections in proje...
Analytical geometry widely uses the apparatus of linear algebra, it is, of course, its natural appli...
Analytical geometry widely uses the apparatus of linear algebra, it is, of course, its natural appli...
Let Y be the underlying variety of a connected affine algebraic group. We prove that two embeddings ...
We shall review recent developments in affine algebraic geometry. The topics treated in the present ...
Abstract. In the paper basic notions of an affine space over a linear space, usually called an affin...
AbstractWe study the degree of the inverse of an automorphism f of the affine n-space over a C-algeb...
Affine Algebraic Geometry is the study of affine spaces An and of algebraic varieties which resemble...
AbstractIn this paper, we address the following two general problems: given two algebraic varieties ...
There is no doubt that complex a–ne n-space An = AnC is one of the basic objects in algebraic geomet...
K. Masuda et al (eds.)International audienceThis is a survey on the automorphism groups in various c...
This note is related to the following two basic problems in Algebraic Geometry. PROBLEM A. Topologic...
AbstractThe main subject of our study is GA2,n, the variety of automophisms of the affine plane of d...
22 pagesIn this paper we show that an affine space is determined by the abstract group structure of ...
22 pagesIn this paper we show that an affine space is determined by the abstract group structure of ...
Abstract. We study the automorphisms of some nice hypersurfaces and complete inter-sections in proje...
Analytical geometry widely uses the apparatus of linear algebra, it is, of course, its natural appli...
Analytical geometry widely uses the apparatus of linear algebra, it is, of course, its natural appli...
Let Y be the underlying variety of a connected affine algebraic group. We prove that two embeddings ...
We shall review recent developments in affine algebraic geometry. The topics treated in the present ...
Abstract. In the paper basic notions of an affine space over a linear space, usually called an affin...
AbstractWe study the degree of the inverse of an automorphism f of the affine n-space over a C-algeb...