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Talk 1:
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Samuel Defago, November 3, 2005
The Li-Yau Differential Harnack Inequality
Li-Yau: On the parabolic kernel of the Schrödinger operator, 412-416, 422-425
Müller: Differential Harnack inequalities for parabolic equations, 13-19
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Talk 2:
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Robert Haslhofer, November 10, 2005
The Matrix Harnack Inequality
Hamilton: A matrix Harnack estimate for the heat equation, 113-115, 123-126
Hamilton: Four-manifolds with positive curvature operator, 158-163
Müller: Differential Harnack inequalities for parabolic equations, 19-24
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Talk 3:
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Andrea Cantieni, November 17, 2005
Introduction to the Mean Curvature Flow
Ecker: Lectures on regularity for mean curvature flow, Chap 1, 3-11
Huisken: Local and global behavior of hypersurfaces moving by mean curvature, 1-8
White: Evolution of curves and surfaces moving by mean curvature, 1-6
Ilmanen: Lectures on mean curvature flow and related equations, 1-11
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Talk 4:
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Martin Jaggi, November 24/December 1, 2005
Evolution of Curvature and Other Quantities
Huisken: Flow by mean curvature of convex surfaces into spheres, 237-239, 242-244,244-245
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Talk 5:
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Steven Kaufmann, December 1/8, 2005
Monotonicity Formula and Solitons
Huisken: Asymptotic behavior for singularities of the mean curvature flow, 1-9
Ilmanen: Lectures on mean curvature flow and related equations, 4-11, 26-29
Huisken: Local and global behavior of hypersurfaces moving by mean curvature, 13-15
Ecker: Lectures on regularity for mean curvature flow, Chap 3, 31-34
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Talk 6:
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Alain Hauser, December 8/15, 2005
The Harnack Inequality for Mean Curvature Flow
Hamilton: The Harnack inequality for the mean curvature flow, 1-13
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Talk 7:
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Dino Burger, December 22, 2005
Introduction to the Ricci Flow
Topping: Lectures on Ricci flow, Chap 1, 6-10
Chow, Cao: Recent Developments on the Ricci Flow, 1-11
Hamilton: The Formation of Singularities in the Ricci Flow1-3, 6-8
Kapovich: Geometrization Conjecture and the Ricci Flow
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Talk 8:
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Julian Jordi, January 12, 2005
Evolution of Curvature and Other Quantities
Müller: Differential Harnack inequalities for parabolic equations, 1-4, 6-8
Hamilton: Three-manifolds with positive Ricci curvature, 257-259, 273-276
Chow-Knopf: The Ricci Flow: An Introduction, 109-111
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Talk 9:
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Panagiotis Adamantidis, January 19, 2005
Ricci Solitons
Müller: Differential Harnack inequalities for parabolic equations, 8-12
Topping: Lectures on Ricci flow, 8-10
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Talk 10:
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Reto Müller, January 26, 2005
Perelman's Functional
Müller: Differential Harnack inequalities for parabolic equations
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