Arizona Winter School 2003
Course Descriptions and Notes

François Loeser: “Motivic and p-adic integration”

• Loeser's course and project description in pdf
• Notes for Loeser's course (revised 9/03) in pdf
• Streaming video:
  • Lecture 1: video, pdf slides.
  • Lecture 2: video, pdf slides.
  • Lecture 3: video, pdf slides.
  • Lecture 4: video, pdf slides.
  • Lecture 5: video, pdf slides.

Anand Pillay and Thomas Scanlon: “Model theory and diophantine geometry”

• Pillay and Scanlon's course and project description in pdf
• Notes for the first two and a half lectures by Pillay, in pdf
• video of Pillay's lectures:
  • Lecture 1: video, pdf slides.
  • Lecture 2: video, pdf slides.
  • Lecture 3: video, pdf slides.
• Notes for the following three lectures by Scanlon, in pdf
• video of Scanlon's lectures:
  • Lecture 1: video, pdf slides.
  • Lecture 2: video, pdf slides.
  • Lecture 3: video, pdf slides.
• The slides Scanlon projected during his lectures, in pdf

Bjorn Poonen: “Hilbert's tenth problem”

• Poonen's course and project description in pdf
• Notes for Poonen's course in pdf and gzipped dvi
• Streaming video:
  • Lecture 1: video, pdf slides.
  • Lecture 2: video, pdf slides.
  • Lecture 3: video, pdf slides.
  • Lecture 4: video, pdf slides.

Florian Pop: “Elementary equivalence of finitely generated fields”

• Pop's course and project description in pdf
• Notes for Pop's course in pdf
• Streaming video:
  • Lecture 1: video, pdf slides.
  • Lecture 2: video, pdf slides.
  • Lecture 3: video, pdf slides.
  • Lecture 4: video, pdf slides.

Angus Macintyre: “The history of interactions between logic and number theory”

• Macintyre's course and project description in pdf
• Notes for Macintyre's course in pdf
• Streaming video:
  • Lecture 1: video, pdf slides.
  • Lecture 2: video, pdf slides.
  • Lecture 3: video, pdf slides.
  • Lecture 4: video, pdf slides.