Pushpa Publishing House

Journal Menu

Content

Volume 16 (2021)

Volume 15 (2020)

Volume 14 (2019)

Volume 13 (2018)

Volume 12 (2017)

Volume 11 (2016)

Volume 10 (2015)

Volume 9 (2014)

	Volume 9, Issue 3 Pg 143 - 192 (December 2014)
	Volume 9, Issue 2 Pg 67 - 142 (August 2014)
	Volume 9, Issue 1 Pg 1 - 65 (April 2014)

Volume 8 (2013)

Volume 7 (2012)

Volume 6 (2011)

Volume 5 (2010)

Volume 4 (2009)

Volume 3 (2008)

Volume 2 (2007)

Volume 1 (2006)

JP Journal of Fixed Point Theory and Applications

JP Journal of Fixed Point Theory and Applications
Volume 9, Issue 2, Pages 123 - 142 (August 2014)

COMPATIBILITY OF QUASI-LATTICE EFFECT ALGEBRAS

Qingyi Zeng

Abstract:

An effect algebra E is called a quasi-lattice effect algebra if for any Some properties similar to that of lattice ordered effect algebras have been given. Let E be a quasi-lattice effect algebra with condition (*),or satisfying the coherence law. Then E satisfies RDP if and only if for all if and only if for all and if and only if for all