Monday, July 8, 2002

• 1 pm - 3 pm, 159 AH: Progress reports

Tuesday, July 9, 2002

• 1 pm - 2 pm, 243 AH: Number Theory Seminar: Hamza Yesilyurt, Periodicity of the sign of coefficients of Gordon's continued fraction when expanded as a power series
• 2 pm - 3 pm, 159 AH: David Dueber, Introduction to gp/pari
• 3 pm - 4 pm, 159 AH: Progress reports

Wednesday, July 10, 2002

• 1 pm - 2 pm, 159 AH: REU Number Theory Seminar: Professor Doug Bowman, Adding fractions the wrong way: Introduction to Farey series
• 2 pm - 3 pm, 159 AH: Introduction to Mathematical Literature, II: Online Resources
• 3 pm - 4 pm, 159 AH: Progress reports

Thursday, July 11, 2002

• 1 pm - 2 pm, 159 AH: REU Number Theory Seminar: Professor Harold Diamond, Elementary methods in prime number theory
  Abstract: The Prime Number Theorem provides an asymptotic estimate of how many prime numbers lie in an interval. This is a survey of prime number theory by `elementary' (= real variable) methods. We start with Euclid, take a big jump to Euler, and then move on to work of Chebyshev, and the proofs of the Prime Number Theorem of Selberg and Erdos.
• 2 pm - 3 pm, 159 AH: Progress reports

Friday, July 12, 2002

• 1 pm - 2 pm, 159 AH: Writing/TeX workshop: Theorems
• 2 pm - 3 pm, 159 AH: Progress reports

Last modified: Thu 11 Jul 2002 08:29:13 AM CDT ajh@uiuc.edu