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Let (M,ω) be a Kaehler manifold with Kaehler form ω and curvature of the Chern connection R∇, then I define a Chern-Kaehler flow II :
∂ω∂t=d(∑i(d∗R∇(ei)ei)∗)
Can we have solutions for the Chern-Kaehler flow II for short time?
No.
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