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» Herbrand Theorems and Skolemization for Prenex Fuzzy Logics
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CIE
2008
Springer
13 years 7 months ago
Herbrand Theorems and Skolemization for Prenex Fuzzy Logics
Approximate Herbrand theorems are established for first-order fuzzy logics based on continuous t-norms, and used to provide proof-theoretic proofs of Skolemization for their Prenex...
Matthias Baaz, George Metcalfe
LOGCOM
2010
104views more  LOGCOM 2010»
13 years 3 months ago
Herbrand's Theorem, Skolemization and Proof Systems for First-Order Lukasiewicz Logic
Abstract. An approximate Herbrand theorem is established for firstorder infinite-valued Lukasiewicz Logic and used to obtain a proof-theoretic proof of Skolemization. These resul...
Matthias Baaz, George Metcalfe
JSYML
2008
86views more  JSYML 2008»
13 years 5 months ago
On Skolemization in constructive theories
In this paper a method for the replacement, in formulas, of strong quantifiers by functions is introduced that can be considered as an alternative to Skolemization in the setting ...
Matthias Baaz, Rosalie Iemhoff
AML
2005
91views more  AML 2005»
13 years 5 months ago
A proof-theoretical investigation of global intuitionistic (fuzzy) logic
We perform a proof-theoretical investigation of two modal predicate logics: global intuitionistic logic GI and global intuitionistic fuzzy logic GIF. These logics were introduced b...
Agata Ciabattoni