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                    " An introduction to mathematical logic and type theory : "
                     
                    by Peter B. Andrews.
                    
                    
                    
                    
                 
                
 
            
                
                    | Document Type
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                        BL
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                    | Record Number
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                        776541
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                    | Doc. No
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                        b596538
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                    | Main Entry
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                        by Peter B. Andrews.
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                    | Title & Author
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                        An introduction to mathematical logic and type theory :  :  to truth through proof\  by Peter B. Andrews.
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                    | Edition Statement
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                        2nd ed
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                    | Publication Statement
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                        Dordrecht ; London :  Springer,  2011
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                    | Series Statement 
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                        Applied logic series, 27
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                    | Page. NO
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                        (1 v) : ill.
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                    | ISBN
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                         9048160790
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                        : 9401599343
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                        : 9789048160792
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                        : 9789401599344
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                    | Notes
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                        Previous edition: London: Academic, 1986.
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                    | Contents
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                        Preface to the Second Edition. Preface. Introduction. 1. Propositional Calculus. 2. First-Order Logic. 3. Provability and Refutability. 4. Further Topics in First-Order Logic. 5. Type Theory. 6. Formalized Number Theory. 7. Incompleteness and Undecidability. Supplementary Exercises. Summary of Theorems. Bibliography. List of Figures. Index.
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                    |  Subject
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                        Logic, Symbolic and mathematical.
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                    |  Subject
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                        Type theory.
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                    | LC Classification
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                        QA9.B974 2011
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                    | Added Entry
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                        Peter Bruce Andrews
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