Convergence of Ricci flow on R² to plane
classification
🧮 math.DG
math.AP
keywords
flowricciconditionconvergenceconvergesexistsflatgive
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In this paper, we give a sufficient condition such that the Ricci flow in $R^2$ exists globally and the flow converges at $t=\infty$ to the flat metric on $R^2$.
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