主講人：  黃彥彰博士  (美國聖母大學數學博士)

時間：102年5月6日(一)下午3:40~5:30

地點：民生校區五育樓4樓401教室

摘要

In this talk we start from briefly reviewing some boundary blow-up problem in conformal geometry. We will introduce the existence of a complete conformally related metric on the interior solving theσ_k -Ricci problem by Gursky, Streets and Warren. By analyzing the behavior of the solution near the boundary, we observe that when the codimension of the set of boundary is bounded from above, the existence of the boundary-blow-up solution still holds for theσ_k -Ricci problem.   

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