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- 2011934443 contributor B12420246.
- 2011934443 created "c2011.".
- 2011934443 date "2011".
- 2011934443 date "c2011.".
- 2011934443 dateCopyrighted "c2011.".
- 2011934443 description "1. Definition and short time existence -- 2. Evolution of geometric quantities -- 3. Monotonicity formula and type I singularities -- 4. Type II singularities -- 5. Conclusions and research directions.".
- 2011934443 description "Includes bibliographical references (p. 157-164) and index.".
- 2011934443 extent "xii, 166 p. ;".
- 2011934443 identifier "3034801440 (alk. paper)".
- 2011934443 identifier "3034801459 (e-ISBN)".
- 2011934443 identifier "9783034801447 (alk. paper)".
- 2011934443 identifier "9783034801454 (e-ISBN)".
- 2011934443 isPartOf "Progress in mathematics (Boston, Mass.) ; v. 290.".
- 2011934443 isPartOf "Progress in mathematics ; v. 290".
- 2011934443 issued "2011".
- 2011934443 issued "c2011.".
- 2011934443 language "eng".
- 2011934443 publisher "Basel : New York : Birkhäuser/Springer,".
- 2011934443 subject "516.362 23".
- 2011934443 subject "Curvature.".
- 2011934443 subject "Flows (Differentiable dynamical systems)".
- 2011934443 subject "Global differential geometry.".
- 2011934443 subject "QA614.82 .M36 2011".
- 2011934443 tableOfContents "1. Definition and short time existence -- 2. Evolution of geometric quantities -- 3. Monotonicity formula and type I singularities -- 4. Type II singularities -- 5. Conclusions and research directions.".
- 2011934443 title "Lecture notes on mean curvature flow / Carlo Mantegazza.".
- 2011934443 type "text".