尚未登入 請由此登入
 
 
 










知識分享平台Eshare檢視資訊View
返回前一頁Back
      [檢舉]

標題Title: OMPACTNESS FOR CONFORMAL METRICS WITH CONSTANT Q CURVATURE ON LOCALLY CONFORMALLY FLAT MANIFOLDS
作者Authors: Jie Qing and David Raske
上傳單位Department: 電子工程系
上傳時間Date: 2012-12-8
上傳者Author: 傅俊結
審核單位Department: 電子工程系
審核老師Teacher: 傅俊結
檔案類型Categories: 論文Thesis
關鍵詞Keyword: constant Q curvature
摘要Abstract: In this note we study the conformal metrics of constant Q curvature on
closed locally conformally flat manifolds. We prove that for a closed locally confor-
mally flat manifold of dimension n ≥ 5 and with Poincar ̈e exponent less than n−4 , 2
the set of conformal metrics of positive constant Q and positive scalar curvature is compact in the C∞ topology.

檔案名稱
FileName
檔案大小
Size
檔案格式
Format
瀏覽次數
Browses
下載次數
Downloads
2012_12_4c61d137.pdf 174Kb pdf 98 15
文件中檔案:
 

開啟檔案Download
 
 
返回前一頁