This is a systematic exposition of recent results which completely describe the group of automorphisms and the group of autoequivalences of generic analytic K3 surfaces. These groups, hard to determine in the algebraic case, admit a good description for generic analytic K3 surfaces, and are in fact seen to be closely interrelated
29 pagesInternational audienceNikulin and Vinberg proved that there are only a finite number of latt...
We give a complete description of the group of exact autoequivalences of the bounded derived categor...
29 pagesInternational audienceNikulin and Vinberg proved that there are only a finite number of latt...
AbstractThe automorphism group of a generic cubic surface is trivialK. In this article, we determine...
AbstractThe automorphism group of a generic quartic del Pezzo surface is isomorphic to the group (2/...
We prove that a K3 surface with an automorphism acting on the global 2-forms by a primitive $m$-th r...
International audienceWe study the dynamics of the automorphisms group of K3 surfaces. Assuming that...
Abstract. In the paper we classify K3 surfaces with non-symplectic auto-morphism of order 16 in full...
29 pagesNikulin and Vinberg proved that there are only a finite number of lattices of rank $\geq 3$ ...
Abstract. We compute the automorphisms groups of all numerical Godeaux surfaces, i.e. minimal smooth...
Automorphism groups survey similarities on mathematical systems, which appear nearly in all mathemat...
We investigate properties of some K3 surfaces with Picard number two. In particular, we show that se...
In this dissertation classification problems for K3-surfaces with finite group actions are considere...
We investigate properties of some K3 surfaces with Picard number two. In particular, we show that se...
We prove the automorphic property of the invariant of K3 surfaces with involution, which we obtained...
29 pagesInternational audienceNikulin and Vinberg proved that there are only a finite number of latt...
We give a complete description of the group of exact autoequivalences of the bounded derived categor...
29 pagesInternational audienceNikulin and Vinberg proved that there are only a finite number of latt...
AbstractThe automorphism group of a generic cubic surface is trivialK. In this article, we determine...
AbstractThe automorphism group of a generic quartic del Pezzo surface is isomorphic to the group (2/...
We prove that a K3 surface with an automorphism acting on the global 2-forms by a primitive $m$-th r...
International audienceWe study the dynamics of the automorphisms group of K3 surfaces. Assuming that...
Abstract. In the paper we classify K3 surfaces with non-symplectic auto-morphism of order 16 in full...
29 pagesNikulin and Vinberg proved that there are only a finite number of lattices of rank $\geq 3$ ...
Abstract. We compute the automorphisms groups of all numerical Godeaux surfaces, i.e. minimal smooth...
Automorphism groups survey similarities on mathematical systems, which appear nearly in all mathemat...
We investigate properties of some K3 surfaces with Picard number two. In particular, we show that se...
In this dissertation classification problems for K3-surfaces with finite group actions are considere...
We investigate properties of some K3 surfaces with Picard number two. In particular, we show that se...
We prove the automorphic property of the invariant of K3 surfaces with involution, which we obtained...
29 pagesInternational audienceNikulin and Vinberg proved that there are only a finite number of latt...
We give a complete description of the group of exact autoequivalences of the bounded derived categor...
29 pagesInternational audienceNikulin and Vinberg proved that there are only a finite number of latt...
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