Universal algebra for general aggregation theory: Many-valued propositional-attitude aggregators as MV-homomorphisms

Herzberg F (2015)
Journal of Logic and Computation 25(3): 965-977.

Journal Article | Published | English

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Herzberg F. Universal algebra for general aggregation theory: Many-valued propositional-attitude aggregators as MV-homomorphisms. Journal of Logic and Computation. 2015;25(3):965-977.
Herzberg, F. (2015). Universal algebra for general aggregation theory: Many-valued propositional-attitude aggregators as MV-homomorphisms. Journal of Logic and Computation, 25(3), 965-977.
Herzberg, F. (2015). Universal algebra for general aggregation theory: Many-valued propositional-attitude aggregators as MV-homomorphisms. Journal of Logic and Computation 25, 965-977.
Herzberg, F., 2015. Universal algebra for general aggregation theory: Many-valued propositional-attitude aggregators as MV-homomorphisms. Journal of Logic and Computation, 25(3), p 965-977.
F. Herzberg, “Universal algebra for general aggregation theory: Many-valued propositional-attitude aggregators as MV-homomorphisms”, Journal of Logic and Computation, vol. 25, 2015, pp. 965-977.
Herzberg, F.: Universal algebra for general aggregation theory: Many-valued propositional-attitude aggregators as MV-homomorphisms. Journal of Logic and Computation. 25, 965-977 (2015).
Herzberg, Frederik. “Universal algebra for general aggregation theory: Many-valued propositional-attitude aggregators as MV-homomorphisms”. Journal of Logic and Computation 25.3 (2015): 965-977.
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