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DATE | 2015-12-04 15:45-17:15 |

PLACE | 數學館3F會議室 |

SPEAKER | 陳厚伊博士（國家理論中心） |

TITLE | Kazhdan-Lusztig Conjecture II |

ABSTRACT | Abstract: Let G be a semisimple algebraic group with g as its Lie algebra. Let X be the flag variety of G, i.e., the space of all Borel subgroups of G. In this talk, we first establish the Beilinson-Bernstein correspondence which says that the category of quasi-coherent D_{X}-modules is equivalent to the category of U(g)-modules with trivial central character and then show that the combination of these two correspondences (Riemann-Hilbert and Beilinson-Bernstein) can help us to prove the conjecture. |