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| On the Kahler-Ricci Flow on Projective Manifolds of General Type |
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Citation： |
Gang TIAN,Zhou ZHANG.On the Kahler-Ricci Flow on Projective Manifolds of General Type[J].Chinese Annals of Mathematics B,2006,27(2):179~192 |
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Net amount： 963 |
Authors： |
Gang TIAN; Zhou ZHANG |
Foundation： |
Partially supported by NSF grants and a Simons fund. |
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| Abstract： |
This note concerns the global existence and convergence of the
solution for Kahler-Ricci flow equation when the canonical
class, $K_X$, is numerically effective and big. We clarify some
known results regarding this flow on projective manifolds of
general type and also show some new observations and refined
results. |
Keywords： |
Geometric evolution equations, Minimal model program |
Classification： |
53C44, 14E30 |
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