地点：腾讯会议 ID 411663053
A classical Theorem in conformal geometry states that on a closed manifold with non-positive Yamabe invariant, a smooth metric which attains the invariant must be Einstein. In this talk, we will discuss the extension to continuous metrics with high co-dimensions singularity. This resolves a conjecture of Schoen in the category of continuous metrics. This is a joint work with L.-F. Tam.
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