Northwestern University

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Some Effective Problems in Algebraic Geometry and Their Applications

Description:

In this thesis, we study pushforwards of canonical and log-pluricanonical bundles on projective log canonical pairs over the complex numbers. We partially answer a Fujita-type conjecture proposed by Popa and Schnell in the log canonical setting. Built on Kawamata’s result for morphisms that are smooth outside a simple normal crossing...

Keyword:

Global Generation, Fujita Conjecture, (Pluri)-canonical bundle, Weak Positivity, Iitaka Conjecture, and Vanishing Theorems

Subject:

Mathematics

Creator:

Dutta, Yajnaseni

Owner:

Scholarly Digital Publishing

Language:

en

Date Uploaded:

02/12/2020

Date Created:

2019-01-01

Resource Type:

Dissertation

Alternate Identifier:

etdadmin_upload_666347 and http://dissertations.umi.com/northwestern:14693