Textbook abbreviations WE = Wells' Differential Analysis on Complex Manifolds KM = Kodaira-Morrow's Complex Manifolds SY = Schoen-Yau's Harmonic Maps T = Tian's Canonical Metrics in Kaehler Geometry

Date Topics Sections Event Week 1 3-29 Sheaves and Cohomology I KM II, WE II   3-31 Sheaves and Cohomology II KM II, WE II   4-02 Sheaves and Cohomology III KM II, WE II   Week 2 4-05 Sheaves and Cohomology IV KM II, WE II   4-07 Sheaves and Cohomology V KM II, WE II   4-09 Sheaves and Cohomology VI KM II, WE II   Week 3 4-12 Kodaira-Bochner and L^2 theory I KM III, WE III, V   4-14 Kodaira-Bochner and L^2 theory II KM III, WE III, V   4-16 Kodaira-Bochner and L^2 theory III KM III, WE III, V   Week 4 4-19 Kodaira-Bochner and L^2 theory IV KM III, WE III, V   4-21 Kodaira-Bochner and L^2 theory V KM III, WE III, V   4-23 Kodaira-Bochner and L^2 theory I KM III, WE III, V   Week 5 4-26 Applications I KM III, IV   4-28 Applications II KM III, IV   4-30 Applications III KM III, IV  : Week 6 5-03 The use of harmonic maps I SY   5-05 The use of harmonic maps II SY   5-07 The use of harmonic maps III SY   Week 7 5-10 The use of harmonic maps IV SY   5-12 Kaehler-Einstein metrics I T   5-14 Kaehler-Einstein metrics II T   Week 8 5-17 Kaehler-Einstein metrics III T   5-19 Kaehler-Einstein metrics IV T   5-21 Kaehler-Einstein metrics V T   Week 9 5-24 Applications paper of Yau   5-26 Kahler-Ricci flow I papers   5-28 Kahler-Ricci flow II papers   Week 10 5-31 HAPPY HOLIDAY HAPPY HOLIDAY HAPPY HOLIDAY 6-02 Kahler-Ricci flow III papers   6-04 Kahler-Ricci flow IV papers