Title of article
INTRINSIC IDEALS OF DISTRIBUTIVE LATTICES
Author/Authors
MUKKAMALA ، SAMBASIVA RAO Department of Mathematics - MVGR College of Engineering
From page
45
To page
64
Abstract
The concepts of intrinsic ideals and inlets are introduced in a distributive lattice. Intrinsic ideals are also characterized with the help of inlets. Certain equivalent conditions are given for an ideal of a distributive lattice to become intrinsic. Some equivalent conditions are derived for the quotient lattice, with respect to a congruence, to become a Boolean algebra. Some topological properties of the prime spectrum of intrinsic ideals of distributive lattice are derived.
Keywords
Intrinsic ideal , inlet , prime ideal , Boolean algebra , Hausdorff space
Journal title
Journal of Algebraic Systems
Journal title
Journal of Algebraic Systems
Record number
2735380
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