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右稳定的子Quantales 被引量:6

Right Stable Subquantales
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摘要 作为S-素元的推广,本文引入了右稳定元概念,并证明了在一定条件下,S右稳定元是S-素元;在研究右稳定元构成的子Quantale性质的同时,对右稳定的子Quantale作了精确刻画. This paper introduced the concept of right stable, which generalized the concept of S-prine. We verified that the S-right stable elements in quantales were exactly the S-prine elements under some given conditions. Meanwhile, we studied some properties of subquantales, which are were up by the right stable elements, and gave the characterization of the quantic conuclei of right stable quantales.
作者 龙飞 李庆国
出处 《湖南大学学报(自然科学版)》 EI CAS CSCD 北大核心 2006年第1期134-136,共3页 Journal of Hunan University:Natural Sciences
基金 湖南省自然科学基金资助项目(04JJ6011)
关键词 右稳定 子Quantale余核 right stable subquantale quantic conuclei
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参考文献8

  • 1JOHNSTONE P T.Stone spaces[M].London:Cambridge University Press,1982.
  • 2ROSENTHAL K I.Quantales and their applications [M].Londor:Longman Scientific and Technical,1990.
  • 3PELLETIER J W,ROSICKY J.Simple involutive quantales[J].Journal of Algebra,1997,(195) :367 - 386.
  • 4MULVEY C J,PELLETIER J W.On the quantisation of spaces[J].Journal of Pure and Applies Algebra,2002,(175):289 -325.
  • 5KRUML D.Sppatial quantales[J].Applied Categorical Structures,2002,(10):49 - 62.
  • 6KRUML D,PASEKA J.On simple and semisimple quantales[J].Topology Atlas Invited Contribution,2002,2(7):1 - 13.
  • 7YEEER D N.Quantales and linear logic[J].The Journal of Symbolic Logic,1990,(55) :41 - 64.
  • 8GIRARD J Y.Linear Logic[J].Theoretical Computer Science,1987,(50):100 - 102.

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