Title page for etd-0615114-121910


[Back to Results | New Search]

URN etd-0615114-121910
Author Hsuan Hsieh
Author's Email Address No Public.
Statistics This thesis had been viewed 5603 times. Download 942 times.
Department Applied Mathematics
Year 2013
Semester 2
Degree Master
Type of Document
Language English
Title Jordan Isomorphisms of Prime Rings with characteristic 2
Date of Defense 2014-07-15
Page Count 23
Keyword
  • Isomorphisms
  • Jordan
  • characteristic
  • Prime Ring
  • Jordan Isomorphisms
  • Abstract Let F be a field with char(F) = 2, and let ϕ : M_n(F) → M_n(F) be a Jordan isomorphism.
    We prove that if ϕ is F-linear and n = 2, then ϕ is either an isomorphism or an anti-isomorphism,
    and it is not true if ϕ is not F-linear for all n ≥ 2.
    Advisory Committee
  • D. J. Guan - chair
  • Cheng-Ying Lin - co-chair
  • Li-Da Tong - co-chair
  • Tsai-Lien Wong - advisor
  • Files
  • etd-0615114-121910.pdf
  • Indicate in-campus at 1 year and off-campus access at 1 year.
    Date of Submission 2014-08-19

    [Back to Results | New Search]


    Browse | Search All Available ETDs

    If you have more questions or technical problems, please contact eThesys