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Title: Characterization of outer measure of partial lattices in a countable Boolean lattice
Authors: Y. V. Seshagiri Rao, D. V. S. R. Anil Kumar
Journal: ARPN Journal of Engineering and Applied Sciences
Publisher: Khyber Medical College, Peshawar
Country: Pakistan
Year: 2019
Volume: 14
Issue: 4
Language: English
This paper describes that countable join (meet) of members of subsets of L, meet (join) of countable join (meet) of members of subsets of L, a measure on a Boolean lattice, outer measure of a partial lattice induced by a measure. Some properties of outer measure are verified and established that the measure and outer measure of any partial lattice in a Boolean lattice are equal and the compliment of partial lattice is also a partial lattice, also define measurability of any partial lattice in a countable Boolean lattice L. Finally verifies that the equivalent conditions of various forms of Littlewoods’s first principle using Ls, Ld, Lsd, Lds.
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