Logic Seminar
Daniel Mauldin
University of North Texas
A discussion of some problems involving a mixture of logic and set theory and other areas.
Abstract: I plan to discuss some of the results and unsolved problems
relating to: Steinhaus' lattice problem or simultaneous tiling problem: Is
there a set in the plane which meets each isometric copy of Z^2 in exactly
one point? and Sierpinski's 2 point problem: Is there a set in the plane
which meet each straight line in exactly two points?
Thursday October 30, 2008 at 4:30 PM in SEO 636