Rigidity Theorem for integral pinched shrinking Ricci solitons
Fu, Hai-Ping · Xiao, Li-Qun
Original · EN
We prove that an n-dimensional, n≥4, compact gradient shrinking Ricci soliton satisfying a L n2-pinching condition is isometric to a quotient of the round Sⁿ, which improves the rigidity theorem given by G. Catino (arXiv:1509.07416vl).
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