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Open Logic Project
- Format:
- Book
- Author/Creator:
- Zach, Richard, author.
- Arana, Andrew, author.
- Avigad, Jeremy, author.
- Dean, Walter, author.
- Russell, Gillian, author.
- Wyatt, Nicole, author.
- Yap, Audrey, author.
- Language:
- English
- Subjects (All):
- Humanities--Textbooks.
- Humanities.
- Mathematics--Textbooks.
- Mathematics.
- Philosophy--Textbooks.
- Philosophy.
- Physical Description:
- 1 online resource
- Place of Publication:
- Calgary, Alberta Open Logic Text [2016]
- Language Note:
- In English.
- Summary:
- The Open Logic Text is an open-source, collaborative textbook of formal meta-logic and formal methods, starting at an intermediate level (i.e., after an introductory formal logic course). Though aimed at a non-mathematical audience (in particular, students of philosophy and computer science), it is rigorous. The Open Logic Text is a collaborative project and is under active development. Coverage of some topics currently included may not yet be complete, and many sections still require substantial revision. We plan to expand the text to cover more topics in the future. We also plan to add features to the text, such as a glossary, a list of further reading, historical notes, pictures, better explanations, sections explaining the relevance of results to philosophy, computer science, and mathematics, and more problems and examples. If you find an error, or have a suggestion, please let the project team know. The project operates in the spirit of open source. Not only is the text freely available, we provide the LaTeX source under the Creative Commons Attribution license, which gives anyone the right to download, use, modify, re-arrange, convert, and re-distribute our work, as long as they give appropriate credit.
- Contents:
- I Naıve Set Theory
- II Propositional Logic
- III First-order Logic
- IV Model Theory
- V Computability
- VI Turing Machines
- VII Incompleteness
- VIII Second-order Logic
- IX The Lambda Calculus
- X Many-valued Logic
- XI Normal Modal Logics
- XII Intuitionistic Logic
- XIII Counterfactuals
- XIV Set Theory
- XV Methods
- XVI History
- Notes:
- Description based on print resource
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