CHARACTERIZATION OF LATTICE SIGMA ALGEBRAS ON PRODUCT LATTICES
Deepak Kumar, T. Nageswara Rao, Jonnalagadda Venkateswara Rao · viXra · 2014
This manuscript describes that the class of super lattice measurable sets is closed under finite unions, countable unions, and countable intersections. It has been established that the product two lattice σ- algebras defined on a product lattice is lattice measurable and the elementary integration of these lattice measurable sets are equal. Further some characteristics of lattice σ- finite measures were identified.