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: A NOTE ON CONFORMAL RICCI FLOW
作者Authors: PENG LU, JIE QING†, AND YU ZHENG
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: ricci flow
摘要Abstract: InthisnotewestudyconformalRicciflowintroducedbyArthur Fischer in [Fi]. We use DeTurck’s trick to rewrite conformal Ricci flow as a strong parabolic-elliptic partial differential equations. Then we prove short time existences for conformal Ricci flow on compact manifolds as well as on asymptotically flat manifolds. We show that Yamabe constant is mono- tonically increasing along conformal Ricci flow on compact manifolds. We also show that conformal Ricci flow is the gradient flow for the ADM mass on asymptotically flat manifolds.

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_7122e487.pdf 259Kb pdf 129 26
文件中檔案:
 

開啟檔案Download
 
 
返回前一頁