Decomposition of AC-algebra trough Partial Orderings

P. Sundarayya, Ramesh Sirisetti, V. Sriramani


In this paper, we recall two partial orderings on a C-algebra. Two
types of decompositions are derived by using these partial orderings, which are not dual to each other. Two sufficient conditions for a C-algebra to become a Boolean algebra in terms of C-algebras La, Ra are obtained.

Пуни текст:



S. Burris and H. P. Sankappanavar, A course in universal algebra, Springer Verlag, New York, 1981.

F. Guzman and C. Squier, The algebra of conditional logic, Algebra Universalis, 27(1)(1990), 88{110.

G. C. Rao and P. Sundarayya, C-algebra as a poset, Int. J. Math. Sci., 4(2)(2005), 225{236.

G. C. Rao and P. Sundarayya, Decompositions of a C-algebra, Int. J. Math. Math. Sci., Volume 2006, Article ID 78981, Pages 18.

G. C. Rao and P. Sundarayya, Two partial orders on a C-algebra, Int. J. Computational Congnition, 7(3)(2009), 40{43.

U. M. Swamy, G. C. Rao and R. V. G. Ravi kumar, Centre of a C-algebra, Southeast Asian Bull. Math., 27(2)(2003), 357{368.


  • Тренутно не постоје рефбекови.