NEUTRAL OPERATORS AND TRIPLE REPRESENTATION
J. Vimala · International Journal of Pure and Apllied Mathematics · 2014
The basic idea of triple representation of a structure is to associate two simpler structures and a connecting map.Triple representation was first introduced by Chen and Gratzer to Stone Lattices [2], [3].The concept was generalised to distributive pseudo-complemented lattices and then to distributive pseudo-complemented semilattices by Katrinak.The triple representation for modular Pseudo Complemented semilattice was suceeded by W.H.Cornish [4].Now the triple representation was obtained for a supermodular semilattice and thereby the supermodular semilattices are characterised.