For Fourier-Mukai partners X and Y among special cubic fourfolds, t(X) ≅ t(Y), with explicit descriptions in rational and conjecturally irrational cases plus an equivariant construction for order-3 automorphisms.
Addington and R.Thomas, Hodge Theory and derived categories of cubic fourfolds , arXiv:1211.3758v3 [math.AG] 30 Oct 2025 [BLiB]S.Billi and L
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For special cubic fourfolds that are Fourier-Mukai partners, transcendental motives are isomorphic, with explicit descriptions in Hassett divisor families and for those with order-3 automorphisms.
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Kuznetsov components ans transcendental motives of cubic fourfolds
For Fourier-Mukai partners X and Y among special cubic fourfolds, t(X) ≅ t(Y), with explicit descriptions in rational and conjecturally irrational cases plus an equivariant construction for order-3 automorphisms.
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Kuznetsov components and transcendental motives of cubic fourfolds
For special cubic fourfolds that are Fourier-Mukai partners, transcendental motives are isomorphic, with explicit descriptions in Hassett divisor families and for those with order-3 automorphisms.