Fourier-Mukai duality for K3 surfaces via Bridgeland stability condition

Fourier-Mukai duality is a duality between a variety X and a moduli space of stable sheaves on X, which is a generalization of the duality between an abelian variety X and its dual abelian variety Pic0(X). In this article, we shall explain Fourier-Mukai duality for a K3 surface by using Bridgeland stability condition.