Department of Mathematics
Mathematics Colloquium - Fall 2014
Wednesday, October 15th, 2014
3:30pm - 4:30pm, in Science 2-066
3:30pm - 4:30pm, in Science 2-066
Oleg Yeroshkin
Schwarz's lemma and transcendental numbers
Abstract:
Almost all real (and complex) numbers are transcendental. But to prove that the given number is transcendental is quite difficult. Known methods required tools from different fields of mathematics, including Schwarz's lemma from complex analysis. We discuss a version of Schwarz's lemma traditionally used in transcendental number theory and higher dimensional variants.
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