ncku-talk2015-12-04

RCTS Algebraic Geometry Seminar

DATE 2015-12-04　14:10-15:30

PLACE 數學館3F會議室

SPEAKER 陳厚伊博士（國家理論中心）

TITLE Kazhdan-Lusztig Conjecture I

ABSTRACT Abstract: In this talk, we shall review the classical Riemann-Hilbert correspondence (on complex manifolds or smooth varieties) which says that the Solution functor of LPDE gives an equivalence between the category of regular holonomic D-modules and that of perverse sheaves. Then we shall also briefly review Goresky-MacPherson's intersection cohomology theory.

RCTS Algebraic Geometry Seminar

DATE	2015-12-04　14:10-15:30

PLACE	數學館3F會議室

SPEAKER	陳厚伊博士（國家理論中心）

TITLE	Kazhdan-Lusztig Conjecture I

ABSTRACT	Abstract: In this talk, we shall review the classical Riemann-Hilbert correspondence (on complex manifolds or smooth varieties) which says that the Solution functor of LPDE gives an equivalence between the category of regular holonomic D-modules and that of perverse sheaves. Then we shall also briefly review Goresky-MacPherson's intersection cohomology theory.