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For a conformal class of metrics ϕ(t).g, with g a fixed metric, Yamabe define a Ricci flow:
∂ϕ∂t=μΔ(ϕ)+μ′r(ϕ.g)
with r, the scalar curvature, i.e. the trace of the Ricci curvature.
Have we solutions for the Yamabe flow?
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