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Titlebook: New Trends in Quantum Structures; Anatolij Dvurečenskij,Sylvia Pulmannová Book 2000 Springer Science+Business Media Dordrecht 2000 Divisio

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MV-algebras and QMV-algebras,-valued logics. The prototypical model of MV-algebras is based on the real interval [0, 1]. Nowadays, there is a huge literature devoted to MV-algebras. In this chapter, we introduce only their basic properties. For more details see, e.g., the recent monograph [CDM].
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Tensor Product of D-Posets and Effect Algebras, mechanics when it is assumed to be a Boolean algebra. One of important problems is a coupled system of two independent physical systems . and . The event structure . of this coupled system ., if it exists, is usually called a tensor product, and we write ..
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BCK-algebras,and non-classical propositional calculi. The BCK-operation * is an analogue of the settheoretical difference. Today BCK-algebras have been studied by many authors and they have been applied to many branches of mathematics, such as group theory, functional analysis, probability theory, topology, fuzzy set theory, and so on.
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BCK-algebras in Applications,We apply general methods of BCK-algebras to obtain a finer analysis of BCK-algebras to describe semisimple BCK-algebras, simple BCK-algebras, bounded commutative BCK-algebras, to make a comparison with difference posets and to describe pseudo MV-algebras.
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biology) since its discovery in 1888. The most detailed study of liquid crystals (LC) began in the 1970s when the significance of LC for technology (electro-optical devices, thermography) was shown. .Volume VIII/5A Physical properties of liquid crystals. gives a comprehensive compilation of properti
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Anatolij Dvurečenskij,Sylvia Pulmannovátional scientists.Also available online: http://www.landolt-.Nature of liquid crystalline state has been of particular interest to representatives of different branches of natural sciences (physics, chemistry, biology) since its discovery in 1888. The most detailed study of liquid crystals (LC) bega
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