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Math Club
Stony Brook University |
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The Stony Brook Math Club is intended for students interested in exploring the mathematical universe. Students meet on Fridays at 4:15pm in P-131 Math Tower. Approximately once a month there are also talks during the Campus Lifetime (Wednesdays at 12:50) in Math P-131. At Friday meetings, there are problem sets and informal student discussions, which could involve anything from origami to cool tricks to use on a calculus exam. The Wednesday talks will generally be more mathematical in depth and are given by professors, undergraduates, or anyone in between. Pizza is always provided! You can join the mailing list by visiting http://groups.google.com/group/sbmath.
NEW: The problem of the month is back! You'll find it here.
| April 11th 2012, 12:50pm, Math P-131 | Dusa McDuff | Embedding questions in symplectic geometry: an elementary introduction. | Abstract |
| February 1st 2012, 12:50pm, Math P-131 | Jim Simons | My Life and Times in Mathematics. | |
| December 7n 2011, 12:50pm, Math P-131 | Mikhail Lyubich | The Mandelbrot set and the Riemann Mapping Theorem. | Abstract |
| November 2n 2011, 4:30pm, Math P-131 | Bernie Maskit | Complex structures on a torus. | Abstract |
| October 28, 2011, 4:30pm (special day and time), Math P-131 | Maria Hempel | Flexible Polyhedra. | Abstract |
| October 5, 2011, 12:50-1:45pm, Math P-131 | Chris Bishop | How to draw a conformal map. Slides of the talk. | Abstract |
| April 13, 2011, 12:50-1:45pm, Math P-131 | George Hart | Mathematics and Art | Abstract |
| March 9, 2011, 12:50-1:45pm, Math P-131 | Marianna Csornyei | On the Visibility of Invisible Sets | Abstract |
| December 1, 2010, 12:50-1:45pm, Math P-131 | Alex Kontorovich | Primes in Circle Packings | |
| October 27, 2010, 12:50-1:45pm, Math P-131 | John Milnor | Geometry of growth and form | |
| September 29, 2010, 12:50-1:45pm, Math P-131 | Scott Sutherland | Complex polynomials and branched covers | |
| April 21, 2010, 12:50-1:45pm, Math P-131 | Marco Martens | Cantor Sets and Chaos | Abstract |
| March 17, 2010, 12:50-1:45pm, Math P-131 | Alex Kunin | Origametry | Abstract |
| February 3, 2010, 12:50-1:45pm, Math P-131 | Jeremy Kahn | A simple proof of the Vaan der Waarden theorem | Abstract |
| November 18, 2009, 12:50-1:45pm, Math P-131 | Oleg Viro | Can straight lines be interlaced? | Abstract |
| October 14, 2009, 12:50-1:45pm, Math P-131 | Chris Arettines | Visualizing curves and their intersections on surfaces | Abstract |
Let ABCD be a quadrilateral inscribed in a circle with center O so that the angles DAO and BAC are the same. Show that the diagonals, AC and BD, in ABCD are perpendicular. pdf
| April 2010 | problem and solution | Winners: Du Huang, Ahmad Rafiqi, Kevin Sackel ('13) | Prize: The Poincare Conjecture: In Search of the Shape of the Universe by Donal O'Shea | |||
| February 2010 | problem and solution | Winners: Kevin Sackel ('13), Ren Yi ('11) | Prize: Music of the Primes by Marcus du Satoy | |||
| November 2009 | problem and solution | Winner: Kevin Sackel ('13) | Prize: Algebra by Michael Artin |
If you'd like something more challenging, try this or Conjecture 1 at the bottom of page 3 here; the footnote on page 1 and everything on pages 4-6 can be ignored. This would make an excellent honors thesis, as well as an actual research publication.