Purdue University Graduate School
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Vanishing_Theorems_for_the_de_Rham_Complex_of_unitary_local_system.pdf (366.22 kB)

Vanishing Theorems for the logarithmic de Rham complex of unitary local system

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posted on 2019-06-10, 18:27 authored by Hongshan LiHongshan Li
This work includes various proofs of cohomology vanishing for logarithmic de Rham complex of unitary local system defined on an open algebraic complex manifold, which has a projective compactification by normal crossing divisor

History

Degree Type

  • Doctor of Philosophy

Department

  • Mathematics

Campus location

  • West Lafayette

Advisor/Supervisor/Committee Chair

Donu Arapura

Additional Committee Member 2

Kenji Matsuki

Additional Committee Member 3

Jaroslaw Wlodarczyk

Additional Committee Member 4

Deepam Patel

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    Categories

    Keywords

    algebraic geomHodge decompositionAlgebraic and Differential Geometry

    Licence

    CC BY 4.0

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