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Navigator: Home > Department > Department of Mathematics and Statistics > Staff > RONNASON CHINRAM
  Name : Assoc. Prof. Dr. RONNASON CHINRAM
Academic Position : Associate Proffessor
E-mail : ronnason.c@psu.ac.th
 




Mathmetic (Mathmetic) Prince of Songkla University , Thailand, 1997 
Mathmetic (Mathmetic) Chulalongkorn University , Thailand, 2001 
Mathmetic (Mathmetic) Chulalongkorn University , Thailand, 2004 

 
 


M 314, Department of Mathematics and Statistics
Faculty of Science, Prince of Songkla University
Hatyai, Songkhla, Thailand. 90112.



  1. R. Chinram and Y. Kemprasit, The intersection property of quasi-ideals in generalized rings of strictly upper triangular matrices, East-west J. of Mathematics, 2 (2001), 201-210.
  2. R. Chinram and Y. Kemprasit, Some linear transformations which have the intersection property of quasi-ideals, Proc. ICAA 2002, Chulalongkorn University, Bangkok, 180-187.
  3. Y. Kemprasit and R. Chinram, Generalized rings of linear transformations having the intersection property of quasi-ideals, Vietnam J. Math., 30 (2002), 283-288 .
  4. R. Chinram and Y. Kemprasit, Minimal quasi-ideals of generalized rings of linear transformations, PU.M.A., 13 (2003), 317-324.
  5. Y. Kemprasit and R. Chinram, 0-minimal quasi-ideals of generalized linear transformation semigroups, Commun. Algebra, 31(2003), 4765-4774 .
  6. R. Chinram and Y. Kemprasit, Some generalized rings of upper triangular matrices having the intersection property of quasi-ideals , East-West J. Math. Spec. Vol. (2004), 25-32.
  7. R. Chinram, Generalized transformation semigroups whose sets of quasi-ideals and bi-ideals coincide, Kyungpook Math. J., 45 (2005), 161-166.
  8. R. Chinram and Y. Kemprasit, Minimal quasi-ideals and minimal bi-ideals in generalized rings of strictly upper triangular matrices, Thai J. Math., 3 (2005), 1-6.
  9. R. Chinram and C. Rungsaripipat, The intersection property of quasi-ideals in rings of strictly upper triangular matrices over mZ, Advances in Algebra and Analysis, 1 (2006), 123-131.
  10. R. Chinarm, On Quasi-gamma-ideals in Gamma-rings, Science Asia, 32(2006), 353-355.
  11. R. Chinarm and C. jirojkul, On Bi-?-ideals in ?-rings, Songklanakarin J. Sci. Technol., 29 (2007), 231-234.
  12. R. Chinarm, On generalized semigroups of linear transformations who bi-ideals are quasi-ideals, Italian J. Pure Apl., to appear
 



  • Algebra (Group Theory, Ring Theory, Field Theory, Module Theory)
  • Algebraic Semigroup Theory,
  • Algebraic Number Theory,
  • Algebraic Geometry

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    Faculty of Science, Prince of Songkla University, Hatyai, Songkhla, Thailand 90112
    Tel +66-7428-8008, +66-7428-8022, Fax. +66-7421-2801