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Ricci flow
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==Textbooks== *{{cite book|last1=Andrews|first1=Ben|last2=Hopper|first2=Christopher|title=The Ricci Flow in Riemannian Geometry: A Complete Proof of the Differentiable 1/4-Pinching Sphere Theorem|series=Lecture Notes in Mathematics|volume=2011|publisher=Springer|location=Heidelberg|year=2011|isbn=978-3-642-16285-5|doi=10.1007/978-3-642-16286-2}} *{{cite book|last1=Brendle|first1=Simon|title=Ricci Flow and the Sphere Theorem|series=Graduate Studies in Mathematics|volume=111|publisher=American Mathematical Society|location=Providence, RI|year=2010|isbn=978-0-8218-4938-5|doi=10.1090/gsm/111}} *{{cite book|title=Collected Papers on Ricci Flow|series=Series in Geometry and Topology|volume=37|editor1-first=H.D.|editor1-last=Cao|editor2-first=B.|editor2-last=Chow|editor3-first=S.C.|editor3-last=Chu|editor4-first=S.T.|editor4-last=Yau|publisher=International Press|location=Somerville, MA|year=2003|isbn=1-57146-110-8}} *{{cite book|last1=Chow|first1=Bennett|last2=Chu|first2=Sun-Chin|last3=Glickenstein|first3=David|last4=Guenther|first4=Christine|last5=Isenberg|first5=James|last6=Ivey|first6=Tom|last7=Knopf|first7=Dan|last8=Lu|first8=Peng|last9=Luo|first9=Feng|last10=Ni|first10=Lei|title=The Ricci Flow: Techniques and Applications. Part I. Geometric Aspects|series=Mathematical Surveys and Monographs|volume=135|publisher=American Mathematical Society|location=Providence, RI|year=2007|isbn=978-0-8218-3946-1|doi=10.1090/surv/135}} *{{cite book|last1=Chow|first1=Bennett|last2=Chu|first2=Sun-Chin|last3=Glickenstein|first3=David|last4=Guenther|first4=Christine|last5=Isenberg|first5=James|last6=Ivey|first6=Tom|last7=Knopf|first7=Dan|last8=Lu|first8=Peng|last9=Luo|first9=Feng|last10=Ni|first10=Lei|title=The Ricci Flow: Techniques and Applications. Part II. Analytic Aspects|series=Mathematical Surveys and Monographs|volume=144|publisher=American Mathematical Society|location=Providence, RI|year=2008|isbn=978-0-8218-4429-8|doi=10.1090/surv/144}} *{{cite book|last1=Chow|first1=Bennett|last2=Chu|first2=Sun-Chin|last3=Glickenstein|first3=David|last4=Guenther|first4=Christine|last5=Isenberg|first5=James|last6=Ivey|first6=Tom|last7=Knopf|first7=Dan|last8=Lu|first8=Peng|last9=Luo|first9=Feng|last10=Ni|first10=Lei|title=The Ricci Flow: Techniques and Applications. Part III. Geometric-Analytic Aspects|series=Mathematical Surveys and Monographs|volume=163|publisher=American Mathematical Society|location=Providence, RI|year=2010|isbn=978-0-8218-4661-2|doi=10.1090/surv/163}} *{{cite book|last1=Chow|first1=Bennett|last2=Chu|first2=Sun-Chin|last3=Glickenstein|first3=David|last4=Guenther|first4=Christine|last5=Isenberg|first5=James|last6=Ivey|first6=Tom|last7=Knopf|first7=Dan|last8=Lu|first8=Peng|last9=Luo|first9=Feng|last10=Ni|first10=Lei|title=The Ricci Flow: Techniques and Applications. Part IV. Long-Time Solutions and Related Topics|series=Mathematical Surveys and Monographs|volume=206|publisher=American Mathematical Society|location=Providence, RI|year=2015|isbn=978-0-8218-4991-0|doi=10.1090/surv/206}} *{{cite book | last1=Chow|first1=Bennett|last2=Knopf|first2=Dan|title=The Ricci Flow: An Introduction|series=Mathematical Surveys and Monographs|volume=110|publisher = American Mathematical Society|location=Providence, RI|year=2004|isbn=0-8218-3515-7|doi=10.1090/surv/110}} *{{cite book |last1=Chow |first1=Bennett |last2=Lu |first2=Peng |last3=Ni |first3=Lei |title=Hamilton's Ricci Flow |publisher=American Mathematical Society, Providence, RI; Science Press |location=Beijing, New York |isbn=978-0-8218-4231-7|year=2006|series=Graduate Studies in Mathematics|volume=77|doi=10.1090/gsm/077}} *{{cite book|last1=Morgan|first1=John W.|last2=Fong|first2=Frederick Tsz-Ho|title=Ricci Flow and Geometrization of 3-Manifolds|series=University Lecture Series|volume=53|publisher=American Mathematical Society|location=Providence, RI|year=2010|isbn=978-0-8218-4963-7|doi=10.1090/ulect/053}} *{{cite book|last1=Morgan|first1=John|last2=Tian|first2=Gang|title=Ricci Flow and the Poincaré Conjecture|series=Clay Mathematics Monographs|volume=3|location=Providence, RI and Cambridge, MA|publisher=American Mathematical Society and Clay Mathematics Institute|year=2007|isbn=978-0-8218-4328-4}} *{{cite book|last1=Müller|first1=Reto|title=Differential Harnack inequalities and the Ricci flow|series=EMS Series of Lectures in Mathematics|publisher=European Mathematical Society (EMS)|location=Zürich|year=2006|volume=5 |isbn=978-3-03719-030-2|doi=10.4171/030|hdl=2318/1701023}} *{{cite book|last1=Topping|first1=Peter|title=Lectures on the Ricci Flow|series=London Mathematical Society Lecture Note Series|volume=325|publisher=Cambridge University Press|location=Cambridge|year=2006|isbn=0-521-68947-3|doi=10.1017/CBO9780511721465}} *{{cite book|last1=Zhang|first1=Qi S.|title=Sobolev Inequalities, Heat Kernels under Ricci Flow, and the Poincaré Conjecture|publisher=CRC Press|location=Boca Raton, FL|year=2011|isbn=978-1-4398-3459-6}}
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