Logic: An Introduction to Elementary Logic

Logic: An Introduction to Elementary Logic by Wilfrid Hodges, published by Penguin Books on August 28, 1980, is a comprehensive guide designed for readers with no prior knowledge of the subject. This first edition spans 336 pages and presents an exploration of logical consistency, focusing on the compatibility of beliefs rather than emotional or moral consistency. Dr. Hodges introduces various logical expressions, symbols, and notations in an accessible manner, using numerous examples to clarify the relationship between truth and sentence structure.
Readers will find that the book delves into the foundational aspects of logic, leading to discussions on tableau proofs and optional sections for those interested in more advanced topics such as context-free grammars and propositional calculus. The emphasis on English rather than artificial formal languages makes the content relatable and practical. This edition serves as a valuable resource for anyone looking to understand the principles of logic and its applications in reasoning and argumentation.
Official synopsis Publisher
Logic is about consistency – but not about all types of consistency. For example, if a man supports Arsenal one day and Spurs the next, the he is fickle but not necessarily illogical. The type of consistency which concerns logicians is not loyalty or justice or sincerity; it is compatibility of beliefs. Logic, therefore, involves studying the situations in which a sentence is true or valid, and subsequently the rules which determine the validity or otherwise of a given argument.
From this starting point and assuming no previous knowledge of logic, Dr Hodges takes the reader through a whole gamut of logical expressions, symbols and notations in a simple and lively way. Many examples are given to illustrate the connections between truth and sentence-structure, and the emphasis throughout is on English, as opposed to artificial formal languages. The treatment of truth and consistency leads smoothly to tableau proofs, and readers who are more mathematically adventurous will find optional sections introducing context-free grammars, propositional calculus up to the Interpolation Theorem, and the logic of probability.
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