Geometry of Numbers is an area of mathematics pioneered by Hermann
Minkowski at the end of the 19th century. He achieved stunning success
introducing a novel geometric framework into the study of algebraic
numbers, prompting mathematicians of later generations to compare his
work to "the story of Saul, who set out to look for his father's
asses and discovered a Kingdom" (J. V. Armitage). In this talk, we
will look at some contemporary variations of Minkowski's classical
results that will take us on a journey from linear algebra and convex
analysis to algebraic number theory and arithmetic geometry. This is
joint work with P. Guerzhoy and S. Kuehnlein.
Webmaster University of Houston
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Last modified: April 11 2016 - 18:14:43