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The Canonical Expanding Soliton and Harnack inequalities for Ricci flow (2009)

by Esther Cabezas-rivas
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Contents Preface 2

by unknown authors , 2013
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... is a calculation. Some parts of that calculation are given in the proposition below; more involved calculations will be required in Chapter 4 for the Canonical Expanding Soliton, and can be found in =-=[5]-=-. Proposition 3.1.2 (See [4]). Fixing τ > 0, a time at which the Ricci flow exists, and fixing local coordinates {xi} in a neighbourhood U of some p ∈ M, then in any neighbourhood V ⊂⊂ U × I of (p, τ)...

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