l-Ideals of the form , ideals satisfying , and primary mdeals in a class of f-rings

References

• Bigard , A. , Keimel , K. and Wolfenstein , S. 1977 . “ Lecture Notes in Math ” . In Groupes et Anneaux Reticules Vol. 608 , Springer Verlag , New York
   Google Scholar
• Gillman , L. and Jerison , M. 1960 . “ Grad. Texts in Math ” . In Rings of Continuous Functions Vol. 43 , Springer Verlag , New York Berlin-IIeidelberg Von Nostrand, Princeton
   Google Scholar
• Gillman , L. and Kohls , C. 1960 . Math. Zeitschr . Convex and pseudoprime ideals in rings of continuous functions , 72 : 399 – 409 .
   Google Scholar
• Henriksen , M. 1977 . Syrnpos. Math . Semiprime ideals of f-rings , 21 : 401 – 409 .
   Google Scholar
• Henriksen , M. and Larson , S. Semiprime f-rings that are subdirect products of valuation domains . Ordered Algebraic Structures, The 1991 Conrad Conference (1993), Kluwer, Dordrecht, The Netherlands
   Google Scholar
• Henriksen M. Larson S. Martinez J. Woods G. Lattice-ordered algebras that arc subdirect products of valuation domains Trans. Amer. Math. Soc. , to appear.
   Google Scholar
• Huijsmans , C. B. and cle Pagter , B. 1982 . Trans. Amer. Math. Soc . Ideal theory in f-algebras , 269 : 225 – 245 .
   Google Scholar
• Henriksen , M. and Smith , F.A. 1982 . General Topology and its Relation to Modem Analysis and Algebra . Sums of z-idcals and semiprime ideals , 5 : 272 – 278 .
   Google Scholar
• Henriksen , M. and Wilson , R. 1992 . Topol. and Appl . When is C(X)/P a valuation ring for every prime ideal Pf , 44 : 175 – 180 .
   Google Scholar
• Henriksen , M. and Wilson , R. 1992 . Topol. and Appl . Almost discrete SV-spaces , 44 : 89 – 97 .
   Google Scholar
• Larson , S. 1986 . Can ad. J. Math . Convexity conditions on f-rings , 38 : 48 – 64 .
   Google Scholar
• Larson , S. 1989 . J. of Algebra . Minimal convex extensions and intersections of primary l-ideals in f-rings , 123 : 99 – 110 .
   Google Scholar
• Larson , S. 1988 . Proc, Amer. Math. Soc . Pseudoprime l-ideals in a class of f-rings , 104 : 685 – 692 .
   Google Scholar
• Larson , S. 1990 . Proc, Amer. Math. Soc . Sums of semiprime, z, and d l-ideals in a class of f-rings , 109 : 895 – 901 .
   Google Scholar
• Larson , S. 1992 . Comm. in Algebra . Primary l-ideals in a class of f-rings , 20 : 2075 – 2094 .
   Google Scholar
• Larson , S. 1992 . Comm. in Algebra . Square dominated l-ideals and l-products and sums of semiprime l-ideals in f-rings , 20 : 2095 – 2112 .
   Google Scholar
• Subramanian , H. 1967 . Bull. Soc, Math. France . l-prime ideals in f-rings , 95 : 193 – 203 .
   Google Scholar
• Williams , R. D. 1972 . Can. J. Math . Intersections of primary ideals in rings of continuous functions , 24 : 502 – 519 .
   Google Scholar