Description

Book Synopsis
This textbook is a logic manual which includes an elementary course and an advanced course. It covers more than most introductory logic textbooks, while maintaining a comfortable pace that students can follow. The technical exposition is clear, precise and follows a paced increase in complexity, allowing the reader to get comfortable with previous definitions and procedures before facing more difficult material. The book also presents an interesting overall balance between formal and philosophical discussion, making it suitable for both philosophy and more formal/science oriented students. This textbook is of great use to undergraduate philosophy students, graduate philosophy students, logic teachers, undergraduates and graduates in mathematics, computer science or related fields in which logic is required.



Table of Contents
1 Basic notion.- 2 Validity.- 3 Formality.- 4 The symbols of propositional logic.- 5 The language L.- 6 Logical consequence in L.- 7 The system Sn.- 8 Derivability in Sn.- 9 The system Sa.- 10 Consistency, soundness, completeness.- 11 Quantification.- 12 The symbols of predicate logic.

LOGIC: Lecture Notes for Philosophy, Mathematics, and Computer Science

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    A Paperback by Andrea Iacona

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      Book details

      Publisher Springer Nature Switzerland AG
      Published 11 May 2022
      ISBN-13 9783030648138
      978-3030648138
      ISBN-10 3030648133
      Also in:
      Philosophy of language Philosophy: logic

      Description

      Book Synopsis
      This textbook is a logic manual which includes an elementary course and an advanced course. It covers more than most introductory logic textbooks, while maintaining a comfortable pace that students can follow. The technical exposition is clear, precise and follows a paced increase in complexity, allowing the reader to get comfortable with previous definitions and procedures before facing more difficult material. The book also presents an interesting overall balance between formal and philosophical discussion, making it suitable for both philosophy and more formal/science oriented students. This textbook is of great use to undergraduate philosophy students, graduate philosophy students, logic teachers, undergraduates and graduates in mathematics, computer science or related fields in which logic is required.



      Table of Contents
      1 Basic notion.- 2 Validity.- 3 Formality.- 4 The symbols of propositional logic.- 5 The language L.- 6 Logical consequence in L.- 7 The system Sn.- 8 Derivability in Sn.- 9 The system Sa.- 10 Consistency, soundness, completeness.- 11 Quantification.- 12 The symbols of predicate logic.

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