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- W191343925 endingPage "188" @default.
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- W191343925 abstract "These notes give an introduction to the Kähler–Ricci flow. We give an exposition of a number of well-known results including: maximal existence time for the flow, convergence on manifolds with negative and zero first Chern class, and behavior of the flow in the case when the canonical bundle is big and nef. We also discuss the collapsing of the Kähler–Ricci flow on the product of a torus and a Riemann surface of genus greater than one. Finally, we discuss the connection between the flow and the minimal model program with scaling, the behavior of the flow on general Kähler surfaces and some other recent results and conjectures." @default.
- W191343925 created "2016-06-24" @default.
- W191343925 creator A5035180905 @default.
- W191343925 creator A5082277939 @default.
- W191343925 date "2013-01-01" @default.
- W191343925 modified "2023-09-26" @default.
- W191343925 title "An Introduction to the Kähler–Ricci Flow" @default.
- W191343925 cites W1442360805 @default.
- W191343925 cites W1487335813 @default.
- W191343925 cites W1504483056 @default.
- W191343925 cites W1525053440 @default.
- W191343925 cites W1530161281 @default.
- W191343925 cites W1534028610 @default.
- W191343925 cites W1546446866 @default.
- W191343925 cites W1587685671 @default.
- W191343925 cites W1587723526 @default.
- W191343925 cites W1613915867 @default.
- W191343925 cites W1666866116 @default.
- W191343925 cites W1866311589 @default.
- W191343925 cites W1975423877 @default.
- W191343925 cites W1978901118 @default.
- W191343925 cites W1980439496 @default.
- W191343925 cites W1981084898 @default.
- W191343925 cites W1983066773 @default.
- W191343925 cites W1984988864 @default.
- W191343925 cites W1987206679 @default.
- W191343925 cites W1988780190 @default.
- W191343925 cites W1990853136 @default.
- W191343925 cites W1994934481 @default.
- W191343925 cites W1997372528 @default.
- W191343925 cites W2000242689 @default.
- W191343925 cites W2001018179 @default.
- W191343925 cites W2001384852 @default.
- W191343925 cites W2001794072 @default.
- W191343925 cites W2004761664 @default.
- W191343925 cites W2006407212 @default.
- W191343925 cites W2012148485 @default.
- W191343925 cites W2020195184 @default.
- W191343925 cites W2021805070 @default.
- W191343925 cites W2023429073 @default.
- W191343925 cites W2024693438 @default.
- W191343925 cites W2024908347 @default.
- W191343925 cites W2029740466 @default.
- W191343925 cites W2031515875 @default.
- W191343925 cites W2037183354 @default.
- W191343925 cites W2039154591 @default.
- W191343925 cites W2041714615 @default.
- W191343925 cites W2051317737 @default.
- W191343925 cites W2061024783 @default.
- W191343925 cites W2067776237 @default.
- W191343925 cites W2072233011 @default.
- W191343925 cites W2072470818 @default.
- W191343925 cites W2074985705 @default.
- W191343925 cites W2076559073 @default.
- W191343925 cites W2081243966 @default.
- W191343925 cites W2081907318 @default.
- W191343925 cites W2089512727 @default.
- W191343925 cites W2093041805 @default.
- W191343925 cites W2093716197 @default.
- W191343925 cites W2094723801 @default.
- W191343925 cites W2102791955 @default.
- W191343925 cites W2116200497 @default.
- W191343925 cites W2134929775 @default.
- W191343925 cites W2136429772 @default.
- W191343925 cites W2144384497 @default.
- W191343925 cites W2147197923 @default.
- W191343925 cites W2149507206 @default.
- W191343925 cites W2158129746 @default.
- W191343925 cites W2161039061 @default.
- W191343925 cites W2168257390 @default.
- W191343925 cites W2280291287 @default.
- W191343925 cites W2331306339 @default.
- W191343925 cites W2370195024 @default.
- W191343925 cites W2498635569 @default.
- W191343925 cites W2563634579 @default.
- W191343925 cites W2962692321 @default.
- W191343925 cites W2962755509 @default.
- W191343925 cites W2962873126 @default.
- W191343925 cites W2962967645 @default.
- W191343925 cites W2963312851 @default.
- W191343925 cites W2963782117 @default.
- W191343925 cites W2963961745 @default.
- W191343925 cites W3098121444 @default.
- W191343925 cites W3098299265 @default.
- W191343925 cites W3102109908 @default.
- W191343925 cites W3103625984 @default.
- W191343925 cites W3103970241 @default.
- W191343925 cites W4213058018 @default.
- W191343925 cites W4231831651 @default.
- W191343925 cites W4248269519 @default.
- W191343925 cites W4249279429 @default.
- W191343925 cites W4250845885 @default.
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- W191343925 doi "https://doi.org/10.1007/978-3-319-00819-6_3" @default.
- W191343925 hasPublicationYear "2013" @default.
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