首頁 > 網路資源 > 大同大學數位論文系統

Title page for etd-0622105-133703


URN etd-0622105-133703 Statistics This thesis had been viewed 2310 times. Download 1105 times.
Author Tsu-yang Wu
Author's Email Address g9208010@ms2.ttu.edu.tw
Department Math
Year 2004 Semester 2
Degree Master Type of Document Master's Thesis
Language English Page Count 30
Title Jacobson radical on skew polynomial ring
Keyword
  • skew polynomial ring
  • prime ring
  • jacobson radical
  • jacobson radical
  • prime ring
  • skew polynomial ring
  • Abstract   Let R be a prime ring and R[x; d] be the skew polynomial ring over R with a derivation d. We prove two results in this thesis:

    1. If R has no nonzero nil ideals and the center of R[x; d] has a
      nonconstant polynomial, then the Jacobson radical of R[x; d] is zero.
    2. If R has no nonzero nil ideals and there is a nonzero ideal
      of R[x; d] such that ? R = 0, then the Jacobson radical of
      R[x; d] is also zero.
    Advisor Committee
  • Yuan-tsung Tsai - advisor
  • Chen-lian Chuang - co-chair
  • Nam-po Chiang - co-chair
  • Files indicate access worldwide
    Date of Defense 2005-06-17 Date of Submission 2005-06-22


    Browse | Search All Available ETDs