2004
DOI: 10.1007/s11225-005-1277-z
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On subdirectly irreducible OMAs

Abstract: In this paper some properties of epi-representations and Schmidt-congruence relations of orthomodular partial algebras are investigated and an infinite list of OMA-episubdirectly irreducible orthomodular partial algebras will be constructed.

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Cited by 2 publications
(3 citation statements)
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“…that t is interpreted w.r.t.ṽ (or, in other words, v interprets t). 27 In the following we do not mention the operation symbols from E explicitly because of their fixed interpretation, and since there are no conflicts to be expected. be defined as follows: Let P 0 := { × i∈J A i | J ∈ F } -as an S-set.…”
Section: Constructions Of New Partial Algebrasmentioning
confidence: 99%
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“…that t is interpreted w.r.t.ṽ (or, in other words, v interprets t). 27 In the following we do not mention the operation symbols from E explicitly because of their fixed interpretation, and since there are no conflicts to be expected. be defined as follows: Let P 0 := { × i∈J A i | J ∈ F } -as an S-set.…”
Section: Constructions Of New Partial Algebrasmentioning
confidence: 99%
“…[40], [14] and also [27]. [14] and in particular [27] contain some examples. For different concepts of subdirect representations for partial algebras see [10], section 20.…”
Section: Varieties and Quasivarieties Of Partial Algebrasmentioning
confidence: 99%
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