JP Journal of Algebra, Number Theory and Applications
Volume 25, Issue 1, Pages 69 - 90
(May 2012)
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THE ENDOMORPHISM KERNEL PROPERTY FOR MODULAR p-ALGEBRAS AND STONE LATTICES OF ORDER n
J. Gurican
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Abstract: We study endomorphism kernel property (EKP) for some classes of universal algebras. We show a universal equivalent condition under which a modular (distributive) p-algebra has EKP and we show that finite Stone algebras which are Stone lattices of order n have EKP. |
Keywords and phrases: p-algebra, Stone algebra, Stone lattice of order n, endomorphism kernel property, congruence relation. |
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