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  • 1
    UID:
    gbv_191625876
    Format: VIII, 270 S , graph. Darst , 23 cm
    ISBN: 3110147696
    Series Statement: Perspektiven der analytischen Philosophie 7
    Note: Literaturangaben
    Additional Edition: Online-Ausg. Negation Berlin ;New York : W. de Gruyter, 2010 ISBN 9783110876802
    Language: English
    Subjects: Philosophy
    RVK:
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    Keywords: Negation ; Negation ; Konferenzschrift
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  • 2
    UID:
    gbv_1647568676
    Format: Online-Ressource (digital)
    ISBN: 9781402090844
    Series Statement: Trends in Logic 28
    Content: From Logic to Mathematical Philosophy -- Commutativity of Quantifiers in Varying-Domain Kripke Models -- The Method of Tree-Hypersequents for Modal Propositional Logic -- All Splitting Logics in the Lattice NExt(KTB) -- A Temporal Logic of Normative Systems -- Reasoning with Justifications -- Monotone Relations, Fixed Points and Recursive Definitions -- Processing Information from a Set of Sources -- The Classical Model Existence Theorem in Subclassical Predicate Logics I -- Weak Implicational Logics Related to the Lambek Calculus—Gentzen versus Hilbert Formalisms -- Faithful and Invariant Conditional Probability in ?ukasiewicz Logic -- A Fuzzy Logic Approach to Non-Scalar Hedges -- The Procedures for Belief Revision -- Shifting Priorities: Simple Representations for Twenty-Seven Iterated Theory Change Operators -- The Coherence of Theories—Dependencies and Weights -- On Meta-Knowledge and Truth.
    Content: This volume contains a collection of articles applying methods of logic or, more generally, of mathematics to solve problems, some of which come from logic itself, others from other sciences. Its range of subjects is far from complete, but broadly representative. The first group of papers in this volume consists of contributions to pure and applied modal logic. The problems discussed here range from the structure of lattices of normal and other modal propositional logics to modal proof theory and to the semantics of quantified modal logic. The second group of papers deals with Many-valued logics - an extensive domain of strictly logical investigations rooting in philosophical questions concerning the nature of logical values. Logical investigations in cognitive science have successfully utilized methods and systems of belief revision, non-monotonic logic and dynamic epistemic logic. Towards Mathematical Philosophy deals with focal issues of belief revision. The volume concludes with contributions which may be seen to belong to the field of formal epistemology, the area applying logical, probabilistic, game-theoretic and other formal methods to problems and issues in epistemology and philosophy of science, such as those concerning anti-realism, skepticism, theory comparison and theory choice, justification, sources of knowledge and learning theories.
    Additional Edition: ISBN 9781402090837
    Additional Edition: Buchausg. u.d.T. Towards mathematical philosophy [Berlin u.a.] : Springer, 2009 ISBN 9781402090837
    Additional Edition: ISBN 1402090838
    Language: English
    Subjects: Philosophy
    RVK:
    Keywords: Mathematik ; Philosophie ; Mathematische Logik ; Philosophie
    URL: Volltext  (lizenzpflichtig)
    URL: Cover
    Author information: Hendricks, Vincent F. 1970-
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  • 3
    UID:
    gbv_212063022
    Format: X, 317 S , graph. Darst , 25 cm
    ISBN: 0792341201
    Series Statement: Applied logic series 2
    Note: Literaturangaben
    Language: English
    Subjects: Mathematics , Philosophy
    RVK:
    RVK:
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    Keywords: Mathematische Logik ; Beweistheorie ; Modallogik ; Konferenzschrift
    URL: Cover
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  • 4
    Online Resource
    Online Resource
    Dordrecht : Springer Science+Business Media B.V
    UID:
    gbv_1651083932
    Format: Online-Ressource (XIII, 246p. 19 illus, digital)
    ISBN: 9789400709072
    Series Statement: Trends in Logic 36
    Content: The book presents a thoroughly elaborated logical theory of generalized truth values understood as subsets of some established set of (basic) truth entities. After elucidating the importance of the very notion of a truth value in logic and philosophy, the authors examine some possible ways of generalizing this notion. The useful four-valued logic of first-degree entailment by Nuel Belnap and Michael Dunn and the notion of a bilattice (a lattice of truth values with two ordering relations) constitute the basis for further generalizations. By doing so the authors elaborate the idea of a multilattice and, most notably, a trilattice of truth values - a specific algebraic structure with an information ordering and two distinct logical orderings, one for truth and another for falsity. Each logical order not only induces its own logical vocabulary, but also determines its own entailment relation. Both semantic ans syntactic ways of formalizing these relations by constructing various logical calculi are considered
    Note: Description based upon print version of record , 2.3…The Slingshot Argument and Non-Fregean Logic2.4…Non-Fregean Logic and Definite Descriptions non-Fregean logic; 2.5…Non-Fregean Logic and lambda -Expressions; 2.6…Non-Fregean Logic and Indefinite Descriptions; 2.7…Concluding Remarks; 3 Generalized Truth Values: From FOUR2 to SIXTEEN3; Abstract; 3.1…Truth Values as Structured Entities; 3.2…Generalized Valuations, Four-Valued Logic and Bilattices; 3.3…Taking Generalization Seriously: From Isolated Computers to Computer Networks; 3.4…Generalized Truth Values and Multilattices; 3.5…The Trilattice of 16 Truth Values , 3.6…Another Example of a Trilattice: Truth Values in Constructive Logics4 Generalized Truth Values: SIXTEEN3 and Beyond; Abstract; 4.1…Entailment Relations on SIXTEEN3; 4.2…First-Degree Systems for SIXTEEN3; 4.2.1 The Languages {\fancyscriptbold{L}t,\; \fancyscriptbold{L}f and Systems {{\bf FDE}}_{\bi{t}}^{\bi{t}}, {{\bf FDE}}_{\bi{f}}^{\bi{f}}; 4.2.2 The Language {\fancyscriptbold{L}}_{\varvec{tf}} for let and lef; 4.3…First-Degree Everywhere; 4.4…Hyper-Contradictions and Generalizations of Priest's Logic; 4.5…An Approach to a Generalization of Kleene's Logic: A Tetralattice , 4.6…Uncertainty Versus Lack of Information5 Axiom Systems for Trilattice Logics; Abstract; 5.1…Truth Value Lattices and the Implication Connective; 5.2…From First-Degree Proof Systems to Proof Systems with Modus Ponens; 5.3…Odintsov's Axiomatization of Truth Entailment and Falsity Entailment in SIXTEEN3; 5.3.1 First-Degree Calculi; 5.3.2 Systems with Modus Ponens as the Sole Rule of Inference; 5.4…Discussion; 6 Sequent Systems for Trilattice Logics; Abstract; 6.1…Standard Sequent Systems for Logics Related to SIXTEEN3; 6.2…Alternative Sequent Calculi; 6.3…Extensions , 8.5…Harmony ad Infinitum , Truth and Falsehood; Preface; Contents; 1 Truth Values; Abstract; 1.1…The Idea of Truth Values; 1.2…Truth Values and the Functional Analysis of Language; 1.3…The Categorial Status of Truth and Falsehood; 1.4…The Ontological Background of Truth Values; 1.5…Logic as the Science of Logical Values; 1.6…Logical Structures; 1.7…Truth Values, Truth Degrees, and Vague Concepts; 2 Truth Values and the Slingshot Argument; Abstract; 2.1…An Argument in Favor of Truth Values; 2.2…Reconstructing the Slingshot Arguments; 2.2.1 Church's Slingshot; 2.2.2 Gödel's Slingshot; 2.2.3 Davidson's Slingshot , 6.4…Sequent Calculi for Truth Entailment and Falsity Entailment in SIXTEEN37 Intuitionistic Trilattice Logics; Abstract; 7.1…Introduction; 7.2…Sequent Calculus I16; 7.3…Kripke Completeness for I16; 7.4…Tableau Calculus IT16; 7.5…Kripke Completeness for IT16; 8 Generalized Truth Values and Many-Valued Logics: Harmonious Many-Valued Logics; Abstract; 8.1…Many-Valued Propositional Logics Generalized; 8.2…Designateddesignated truth valueantidesignated truth value and Antidesignated Values; 8.3…Some Separated Finitely-Valued Logics; 8.4…A Harmonious Logic Inspired by the Logic of SIXTEEN3
    Additional Edition: ISBN 9789400709065
    Additional Edition: Buchausg. u.d.T. Šramko, Jaroslav Vladyslavovyč, 1963 - Truth and falsehood Dordrecht : Springer, 2011 ISBN 9400709064
    Additional Edition: ISBN 9789400709065
    Language: English
    Subjects: Philosophy
    RVK:
    Keywords: Mathematische Logik ; Philosophie ; Intuitionistische Logik
    URL: Volltext  (lizenzpflichtig)
    URL: Cover
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