Tags: Cantrell Lectures


14th Annual Cantrell Lectures

Wednesday, March 26, 2008 4:00pm, Physics Bldg., Room 202 Title of talk: Solved and unsolved problems in number theory Abstract: I will survey a few of my favorite problems in number theory, such as Fermat's last theorem (solved) and the rectangular box problem (unsolved).   Thursday, March 27, 2008 3:30pm, Boyd Graduate Studies Bldg., Room 328 Title of talk: Hilbert's tenth problem Abstract: Hilbert dreamed that someday we…


15th Annual Cantrell Lectures

Wednesday, April 15, 2009 3:30pm, Miller Learning Center, Room 102 Title of talk: Mathematics and the Diversity of Cultures Mathematics has played a vital role in every culture. Looking at the three cultures -- China, India and the West -- one can, to some extent “replay” the history of math from three different starting points. Sometimes one finds that it developed with strong parallels but sometimes with deep differences. The development of…


16th Annual Cantrell Lectures

Monday, April 5, 2010 3:30pm, Room 102 Miller Learning Center Title of talk: Curve shortening flow and Mean Curvature flow Abstract: Mean Curvature Flow is the oldest of the geometric flows (Ricci flow being another example of a geometric flow). originates in material science where it has been studied at least since the 1940s. is an example of an evolution equation where a surface (or hyper-surface) moves in the direction where the area…


17th Annual Cantrell Lectures

From Schubert calculus to equivariant cohomology The aim of this series of lectures is to sketch how the enumerative geometry of the 19th century has grown into the thriving field of equivariant cohomology in the 20th and 21st centuries.    We will begin by sketching the history of the subject, starting from Steiner’s question (posed in 1848): how many conics are tangent to 5 given plane conics?  Answering such questions…


22nd Annual Cantrell Lecture Series

22nd Annual Cantrell Lecture Series TUESDAY, April 5, 2016 3:30-4:30pm, Miller Learning Center, Room 171 Title of talk: Through the looking glass: Symmetry, the fourth dimension, and beyond  Description: Why are our mirror images reflected left-right but not up-down? What does the fourth dimension look like? How is it possible that a square box can be big enough to hold only one round marble of a given size, but the marble only takes…


18th Annual Cantrell Lectures

April 25 - 27, 2012 Wednesday, April 25, 2012 3:30pm, Miller Learning Center, Room 102 Title of talk: Mathematics of Crime Abstract: There is an extensive applied mathematics literature developed for problems in the biological and physical sciences. Our understanding of social science problems from a mathematical standpoint is less developed, but also presents some very interesting problems, especially for young researchers. This…


19th Annual Cantrell Lectures

April 15, 16, 17, 2013 Monday, April 15, 2013 3:30pm Room 101, Miller Learning Center Title of talk: Poincaré's work on topology Abstract: We will discuss some of Poincare's remarkable seminal and fundamental contributions to topology, its huge impact on subsequent research and open problems flowing from it. Tuesday, April 16, 2013 3:30pm, Room 175, Paul D. Coverdell Center Title of talk: Volumes of hyperbolic 3-manifolds Abstract:…


20th Annual Cantrell Lectures

March 18, 19, 20, 2014 David Donoho Stanford University Tuesday, March 18, 2014  3:30pm Room 102, Miller Learning Center Title of talk: Phase Transitions in Compressed Sensing Wednesday, March 19, 2014 3:30pm, Room 328 Boyd Graduate Studies Bldg. Title of talk: Optimal Shrinkage of Singular Values and Eigenvalues under "Spiked" Big-Data Asymptotics Thursday, March 20, 2014 3:30pm, Room 328 Boyd Graduate Studies Bldg. Title of talk…


21st Annual Cantrell Lectures

Speaker: Professor Benedict Gross, Harvard University Tuesday, April 7, 2015 3:30pm, Room 171 Miller Learning Center Title of talk: The ranks of elliptic curves The study of integral and rational points on elliptic curves, typically given as cubic equations in two variables, goes back to antiquity. I will discuss some of Fermat's work on the subject and will state the theorem of Mordell and Weil on the group of rational points. I will then…
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