Let be an irreducible holomorphic symplectic (hyperkähler) manifold. If, we construct a deformation of which admits a symplectic automorphism of infinite order. This automorphism is hyperbolic, that is, its action on the space of real -classes is hyperbolic. If ,similarly, we construct a deformation which admits a parabolic automorphism (and many other automorphisms as well).SCOPUS: ar.jinfo:eu-repo/semantics/publishe
Let M be a compact hyperkähler manifold with maximal holonomy (IHS). The group H2(M, R) is equipped ...
We consider the only one known class of non-Kähler irreducible holomorphic symplectic manifolds, des...
We prove that there exists a holomorphic symplectic manifold deformation equivalent to the Hilbert s...
A parabolic automorphism of a hyperkahler manifold is a holomorphic automorphism acting on $H^2(M)$ ...
The present paper is devoted to the classification of symplectic automorphisms of some hyperk\ue4hle...
We give a classification of all nonsymplectic automorphisms of prime order p acting on irreducible h...
We give an elementary introduction to hyperkähler manifolds, survey some of their interesting proper...
Abstract. We prove that there exists a holomorphic symplectic manifold deformation equivalent to the...
La tesi consiste in una classificazione degli automorfismi di varietà Hyperkähler e contiene una gen...
We prove that there exists a holomorphic symplectic manifold deformation equivalent to the Hilbert s...
Abstract. We give a classification of all non-symplectic automorphisms of prime order p acting on ir...
We prove that the group of holomorphic automorphisms of a hyperkähler manifold acts on the set of fa...
AbstractResults of H. Cartan about holomorphic automorphisms on bounded domains are generalized to t...
We introduce the notion of induced automorphisms in order to state a criterion to determine whether ...
We introduce an analogue in hyperkähler geometry of the symplectic implosion, in the case of action...
Let M be a compact hyperkähler manifold with maximal holonomy (IHS). The group H2(M, R) is equipped ...
We consider the only one known class of non-Kähler irreducible holomorphic symplectic manifolds, des...
We prove that there exists a holomorphic symplectic manifold deformation equivalent to the Hilbert s...
A parabolic automorphism of a hyperkahler manifold is a holomorphic automorphism acting on $H^2(M)$ ...
The present paper is devoted to the classification of symplectic automorphisms of some hyperk\ue4hle...
We give a classification of all nonsymplectic automorphisms of prime order p acting on irreducible h...
We give an elementary introduction to hyperkähler manifolds, survey some of their interesting proper...
Abstract. We prove that there exists a holomorphic symplectic manifold deformation equivalent to the...
La tesi consiste in una classificazione degli automorfismi di varietà Hyperkähler e contiene una gen...
We prove that there exists a holomorphic symplectic manifold deformation equivalent to the Hilbert s...
Abstract. We give a classification of all non-symplectic automorphisms of prime order p acting on ir...
We prove that the group of holomorphic automorphisms of a hyperkähler manifold acts on the set of fa...
AbstractResults of H. Cartan about holomorphic automorphisms on bounded domains are generalized to t...
We introduce the notion of induced automorphisms in order to state a criterion to determine whether ...
We introduce an analogue in hyperkähler geometry of the symplectic implosion, in the case of action...
Let M be a compact hyperkähler manifold with maximal holonomy (IHS). The group H2(M, R) is equipped ...
We consider the only one known class of non-Kähler irreducible holomorphic symplectic manifolds, des...
We prove that there exists a holomorphic symplectic manifold deformation equivalent to the Hilbert s...
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