Monotonicity formulas under rescaled Ricci flow
Jun-Fang Li
TL;DR
This paper explores monotonicity formulas in different rescaled Ricci flow scenarios, providing new insights into their behavior and properties under such transformations.
Contribution
It introduces a main theorem establishing monotonicity formulas for various rescaled Ricci flows, advancing understanding of their geometric evolution.
Findings
Monotonicity formulas hold under rescaled Ricci flows
Theorem ef{theo rescaled} provides a key result
Insights into geometric behavior under flow rescaling
Abstract
In this short notes, we discuss monotonicity formulas under various rescaled versions of Ricci flow. The main result is Theorem \ref{theo rescaled}.
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Taxonomy
TopicsGeometric Analysis and Curvature Flows · Geometry and complex manifolds · Advanced Differential Geometry Research