Arizona Winter School 2004
Course Descriptions and Notes

For hints on using the video with slidess, have a look at our video hints page.

Victor Batyrev: “Cohomology, periods, and the Hodge structure of toric hypersurfaces”

• Batyrev's course and project description in pdf
• Notes for Batyrev's course in pdf
• Streaming video with slides:
  • Lecture 1: video with slides, pdf slides.
  • Lecture 2: video with slides, pdf slides.
  • Lecture 3: video with slides, pdf slides.
  • Lecture 4: video with slides, pdf slides.
  • Lecture 5: video with slides, pdf slides.
• A pdf scan of notes written during the lecture.

Philip Candelas: “Periods and zeta functions”

• Candelas' course and project description in pdf
• Streaming video with slides:
  • Lecture 1: video with slides, pdf slides.
  • Lecture 2: video with slides, pdf slides.
  • Lecture 3: video with slides, pdf slides.
  • Lecture 4: video with slides, pdf slides.
  • Lecture 5: video with slides, pdf slides.
• A pdf scan of notes written during the lecture.

David Morrison: “Instanton sums and monodromy”

• Morrison's course and project description in pdf
• Streaming video with slides:
  • Lecture 1: video with slides, pdf slides.
  • Lecture 2: video with slides, pdf slides.
  • Lecture 3: video with slides, pdf slides.
  • Lecture 4: video with slides, pdf slides.
  • Lecture 5: video with slides, pdf slides.
• A pdf scan of notes written during the lecture.

Daqing Wan: “Zeta Functions of Toric Calabi-Yau Hypersurfaces”

• Wan's course and project description in pdf
• Notes for Wan's course in pdf
• Streaming video with slides:
  • Lecture 1: video with slides, pdf slides.
  • Lecture 2: video with slides, pdf slides.
  • Lecture 3: video with slides, pdf slides.
  • Lecture 4: video with slides, pdf slides.
  • Lecture 5: video with slides, pdf slides.
• A pdf scan of notes written during the lecture.