Aaron Levin
Published 2014-02-18Version 1
Wirsing's theorem on approximating algebraic numbers by algebraic numbers of bounded degree is a generalization of Roth's theorem in Diophantine approximation. We study variations of Wirsing's theorem where the inequality in the theorem is strengthened, but one excludes a certain easily-described special set of approximating algebraic points.
On some open problems in Diophantine approximation
Quantitative non-divergence and Diophantine approximation on manifolds
Transference theorems for Diophantine approximation with weights
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