The intersection of closure of global points of a semi-abelian variety with a product of local points of its subvarieties

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Title: The intersection of closure of global points of a semi-abelian variety with a product of local points of its subvarieties
Author: Sun, Chia-Liang
Abstract: This thesis consists of three chapters . Chapter 1 explains how the research problems considered in this thesis fit into the investigation of local -global principle in the diophantine geometry , as well as gives a unified sketch of the proofs of the two main results in this thesis . Chapter 2 establishes a similar conclusion to Theorem B of a paper by Poonen and Voloch in another settings . Chapter 3 relates to the object considered in the main result of Chapter 2 to an old conjecture proposed by Skolem and solves some cases of its analog .
URI: http : / /hdl .handle .net /2152 /ETD -UT -2011 -05 -2793
Date: 2011-07-06

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The intersection of closure of global points of a semi-abelian variety with a product of local points of its subvarieties. Doctoral dissertation, University of Texas at Austin. Available electronically from http : / /hdl .handle .net /2152 /ETD -UT -2011 -05 -2793 .

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