3 problems

Let $X$ be a K3 surface. Let … be the homomorphism induced by the action of Fourier--Mukai autoequivalences on the Mukai lattice, and let…

Let $X$ and $X'$ be algebraic K3 surfaces with B-fields $B$ and $B'$, inducing Brauer classes $\alpha_B$ and $\alpha_{B'}$. A Fourier--Mukai equivalence…

Let $X$ and $X'$ be algebraic K3 surfaces. A Fourier--Mukai equivalence is an equivalence $\Phi:D^b\operatorname{Coh}(X)\simeq D^b\operatorname{Coh}(X')$ inducing a map…