Mukai flops and derived categories II
Yoshinori Namikawa
Abstract
This paper is a sequel to math.AG/0203287. A generalization of the Mukai flop has been studied by E. Markman. Here we call it a stratified Mukai flop. In this paper, we observe that, for a stratified Mukai flop: X X ← X+, the fiber product X ×XX+ defines an isomorphism of Grothendieck groups K(X) K(X+), but, at the level of derived categories, the fiber product does not generally give an equivalence.
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