Claudio Pedrini

collaborators

4 papers

math.AG2026

Kuznetsov components and transcendental motives of cubic fourfolds

Claudio Pedrini

Let $X \subset Â¶^5_{\C}$ be a smooth cubic fourfold.The Kuznetsov component $\sA_X$ is contained in the derived category $D^{b} (X)$ and the transcendental motive $t (X)$ is contained…

math.AG2026

Kuznetsov components ans transcendental motives of cubic fourfolds

Claudio Pedrini

Let $X \subset Â¶^5_{\C}$ be a smooth cubic fourfold.The Kuznetsov component $\sA_X$ is contained in the derived category $D^{b} (X)$ and the transcendental motive $t (X)$ is contained…

math.AG2026

The Chow motive of LSV hyper-KÃ¤lher manifolds

Claudio Pedrini

Let $X$ be a smooth cubic fourfold over $\C$ and let $Ï: \sJ_U \to U$, with $U \subset (A^¶^{5})^{*}$ , be the Lagrangian fibration whose fibres are the smooth hyperplane sections $Y_…

math.AG2025

Rational cubic fourfolds with a symplectic group of automorphisms

Claudio Pedrini

A well known conjecture asserts that a cubic fourfold X is rational if it has a cohomologically associated K3 surface. G.Ouchi proved that if X admits a finite group G of symplecti…