Titlebook: Quantifiers: Logics, Models and Computation; Volume Two: Contribu Micha? Krynicki,Marcin Mostowski,Les?aw W. Szczerb Book 1995 Springer Sci

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https://doi.org/10.1007/978-94-017-0524-0Index; Symbol; logic; proof; quantifiers; semantic; semantics

正面

978-90-481-4540-9Springer Science+Business Media B.V. 1995

楓樹

Microaneurysm

Operators on Branched Quantifiers, or branched quantifiers) and showed that the addition of such quantifiers to an otherwise first order language increases its expressive power in interesting and useful ways. Each of Henkin’s partially ordered quantifiers consists of a partially ordered set of first order quantifiers and is represented in syntax by a branched quantifier-prefix.

發(fā)出眩目光芒

Quantifiers Determined by Classes of Binary Relations,al model- and proof-theoretical properties of .(.) for fixed classes . are studied. Also properties of the family of all logics of the form .(.) are investigated. It is proved that this family form a complete distributive lattice. Some properties of this lattice are discussed.

優(yōu)雅

流動(dòng)才波動(dòng)

Partially Ordered Connectives and Finite Graphs,We prove that connectivity of finite graphs is not expressible in the extension of first-order logic by any set of unary generalized quantifiers. On the other hand, we show that connectivity is definable by the simplest partially ordered connective ..,.. As a consequence, ..,. is not definable in terms of unary quantifiers.

Redundant

Decidability Results for Classes of Ordered Abelian Groups in Logics with Ramsey-Quantifiers,This article is to contribute to the model theory of ordered abelian groups in logics with additional quantifiers Q.. The quantifiers Q. are the so-called . introduced in [27] as generalizations of cardinality quantifiers. For a survey of properties of these extended logics we refer to [2].

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