Let Y be the underlying variety of a connected affine algebraic group. We prove that two embeddings of the affine line C into Y are the same up to an automorphism of Y provided that Y is not isomorphic to a product of a torus (C∗)k and one of the three varieties C3, SL2, and PSL2
AbstractIn this paper, we report several large classes of affine varieties (over an arbitrary field ...
Abstract. The action of an affine algebraic group G on an algebraic variety V can be differ-entiated...
AbstractA well-known cancellation problem asks when, for two algebraic varieties V1,V2⊆Cn, the isomo...
Let $Y$ be the underlying variety of a connected affine algebraic group. We prove that two embedding...
It is known that the identity component of the automorphism group of a projective algebraic variety ...
AbstractIn this paper, we report several large classes of affine varieties (over an arbitrary field ...
In this paper, we report several large classes of affine varieties (over an arbitrary field K of cha...
AbstractIn this paper, we address the following two general problems: given two algebraic varieties ...
Abstract. In this paper we analyze some examples of affine varieties with non-unique embeddings and ...
We describe the status of the following two questions: What are the automorphisms of the affine n-sp...
In this note we study the problem of characterizing the complex affine space An via its automorphism...
We introduce affine cones over not necessarily projective varieties and show that a variety admits s...
Based on results about commuting automorphisms of affine varieties due to Cantat, Xie and the first ...
AbstractIt is shown that two affine Kac–Moody groups are isomorphic to each other if and only if the...
From the action of an affine algebraic group G on an algebraic variety V, one can construct a repres...
AbstractIn this paper, we report several large classes of affine varieties (over an arbitrary field ...
Abstract. The action of an affine algebraic group G on an algebraic variety V can be differ-entiated...
AbstractA well-known cancellation problem asks when, for two algebraic varieties V1,V2⊆Cn, the isomo...
Let $Y$ be the underlying variety of a connected affine algebraic group. We prove that two embedding...
It is known that the identity component of the automorphism group of a projective algebraic variety ...
AbstractIn this paper, we report several large classes of affine varieties (over an arbitrary field ...
In this paper, we report several large classes of affine varieties (over an arbitrary field K of cha...
AbstractIn this paper, we address the following two general problems: given two algebraic varieties ...
Abstract. In this paper we analyze some examples of affine varieties with non-unique embeddings and ...
We describe the status of the following two questions: What are the automorphisms of the affine n-sp...
In this note we study the problem of characterizing the complex affine space An via its automorphism...
We introduce affine cones over not necessarily projective varieties and show that a variety admits s...
Based on results about commuting automorphisms of affine varieties due to Cantat, Xie and the first ...
AbstractIt is shown that two affine Kac–Moody groups are isomorphic to each other if and only if the...
From the action of an affine algebraic group G on an algebraic variety V, one can construct a repres...
AbstractIn this paper, we report several large classes of affine varieties (over an arbitrary field ...
Abstract. The action of an affine algebraic group G on an algebraic variety V can be differ-entiated...
AbstractA well-known cancellation problem asks when, for two algebraic varieties V1,V2⊆Cn, the isomo...
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