Searching for "G. Gierz" – sorted by Relevance.
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Finite Algebra and Multiple-Valued
- and the duality of / Lukasiewicz-Moisil algebras, Rep. Math. Logic 26 (1993), 67--74. [118] G.Gierz, K
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Mechanizing and Automating Mathematics: In honor of N.G. de Bruijn
- " (CCL), by G. Gierz, K. H. Hofmann, K. Keimel, J. D. Lawson, M. Mislove, and D. S. Scott, Springer
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Towards Full Prolog
- as the least element) can be canonically extended to a cpo (see e.g. Gierz et al. [GHK + 80]), so the limits
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CATEGORICAL EQUIVALENCE OF ALGEBRAS WITH A MAJORITY TERM
- (A), ∩, E(A) 〉 ∼ = 〈 Sub(B), ∩, E(B) 〉. Here, E(A) is the set of singleton subuniverses of A. As G. Gierz
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INDEX equality 11, 169
- of the 12th Conference on Principles of Database Systems, Washington DC, 1993, pages 49--58. [61] G. Gierz
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Sublattices of Lattices of Order-Convex Sets, II. Posets of Finite Length
- .P. Dilworth [3], and spatial (thus finitely spatial)—see Theorem I.4.22 in G. Gierz et al. [5] or Lemma 1
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Sublattices Of Lattices Of Order-Convex Sets, I.
- . Crawley and R.P. Dilworth [4], and spatial (thus finitely spatial)---see Theorem I.4.22 in G. Gierz et al
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Sublattices Of Lattices Of Order-Convex Sets, Ii.
- . Crawley and R.P. Dilworth [3], and spatial (thus finitely spatial)---see Theorem I.4.22 in G. Gierz et al
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