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- 2008384800 contributor B11232591.
- 2008384800 created "c2006.".
- 2008384800 date "2006".
- 2008384800 date "c2006.".
- 2008384800 dateCopyrighted "c2006.".
- 2008384800 description "Includes bibliographical references (p. [87]-88) and index.".
- 2008384800 description "Preface -- Introduction -- 1. FOUNDATIONAL MATERIAL. Riemannian metric and curvature tensors -- Variation formulas -- Einstein-Hilbert functional and Ricci flow -- Evolution equations under Ricci flow -- Adjoint heat equation and gradient solitons -- 2. DIFFERENTIAL HARNACK INEQUALITIES. The Li-Yau Harnack inequality -- Hamilton's matrix Harnack inequality -- Harnack inequalities for the Ricci flow -- 3. ENTROPY FORMULAS. The static case, part I -- Entropy for steady Ricci solitons -- The static case, part II -- Entropy for shrinking solitons -- Entropy for Ricci expanders -- 4. REDUCED DISTANCE AND REDUCED VOLUME. The static case -- Perelman's L-length and L-geodesic -- Monotonicity of the reduced volume -- Bibliography -- List of symbols -- Index.".
- 2008384800 extent "vi, 92 p. :".
- 2008384800 identifier "3037190302".
- 2008384800 identifier "9783037190302".
- 2008384800 isPartOf "EMS series of lectures in mathematics".
- 2008384800 issued "2006".
- 2008384800 issued "c2006.".
- 2008384800 language "eng".
- 2008384800 publisher "Zürich, Switzerland : European Mathematical Society,".
- 2008384800 subject "516.362 22".
- 2008384800 subject "Differential equations, Partial.".
- 2008384800 subject "Global differential geometry.".
- 2008384800 subject "QA670 .M84 2006".
- 2008384800 subject "Ricci flow.".
- 2008384800 tableOfContents "Preface -- Introduction -- 1. FOUNDATIONAL MATERIAL. Riemannian metric and curvature tensors -- Variation formulas -- Einstein-Hilbert functional and Ricci flow -- Evolution equations under Ricci flow -- Adjoint heat equation and gradient solitons -- 2. DIFFERENTIAL HARNACK INEQUALITIES. The Li-Yau Harnack inequality -- Hamilton's matrix Harnack inequality -- Harnack inequalities for the Ricci flow -- 3. ENTROPY FORMULAS. The static case, part I -- Entropy for steady Ricci solitons -- The static case, part II -- Entropy for shrinking solitons -- Entropy for Ricci expanders -- 4. REDUCED DISTANCE AND REDUCED VOLUME. The static case -- Perelman's L-length and L-geodesic -- Monotonicity of the reduced volume -- Bibliography -- List of symbols -- Index.".
- 2008384800 title "Differential Harnack inequalities and the Ricci flow / Retro Müller.".
- 2008384800 type "text".