Titlebook: Relational and Algebraic Methods in Computer Science; 21st International C Uli Fahrenberg,Wesley Fussner,Roland Glück Conference proceeding

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,-Fuzzy Weak Preference, Preference, and Choice Relations,s. In this paper we investigate these relations in the context of .-fuzziness, i.e., the corresponding relations are fuzzy relations where the membership values are taken from a Heyting algebra .. Using the abstract theory of arrow categories we provide the most general setting in which these three approaches are equivalent.

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,Tabular and Pretabular Varieties of MTL-Algebras,sov and L. Maksimova, for Heyting algebras. A variety is tabular whenever it is generated by one finite algebra. A variety . is PT whenever . is not tabular but every variety . is tabular. In this paper we study the same notion for the case of MTL-algebras. We show that a variety of MTL-algebras is

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,Irrationality of Process Replication for Higher-Dimensional Automata,dence between regular expressions, regular languages and finite automata, which provides a powerful link between algebraic proofs and operational behaviour. It has been shown by Fahrenberg et al. that finite HDA correspond with interfaced interval pomset languages generated by sequential and paralle

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