Modal Logics and Philosophy

“Modal Logics and Philosophy” by Rod Girle, published by Acumen in 2009, is a comprehensive introduction to modal logics and their applications, spanning 240 pages. This second edition has been fully revised based on reader feedback and includes two new chapters on conditional logic, which were not part of the first edition. The book aims to bridge the gap between the mathematical rigor often found in modal logic textbooks and the philosophical discussions that accompany these concepts.
Readers will find a structured approach to understanding standard systems of modal logic, with exercises designed to enhance proficiency in manipulating these logics. The first part focuses on possible world semantics and introduces Jeffrey-style truth-trees, extending standard truth-trees to accommodate possible worlds. The second part delves into the applications of modal logic to various philosophical issues, including truth, time, knowledge, and obligation. This edition serves as a valuable resource for those studying education, educational psychology, and philosophy, providing a solid foundation in both the technical and philosophical aspects of modal logic.
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The first edition, published by Acumen in 2000, became a prescribed textbook on modal logic courses. The second edition has been fully revised in response to readers’ suggestions, including two new chapters on conditional logic, which was not covered in the first edition. “Modal Logics and Philosophy” is a fully comprehensive introduction to modal logics and their application suitable for course use. Unlike most modal logic textbooks, which are both forbidding mathematically and short on philosophical discussion, “Modal Logics and Philosophy” places its emphasis firmly on showing how useful modal logic can be as a tool for formal philosophical analysis. In part 1 of the book, the reader is introduced to some standard systems of modal logic and encouraged through a series of exercises to become proficient in manipulating these logics. The emphasis is on possible world semantics for modal logics and the semantic emphasis is carried into the formal method, Jeffrey-style truth-trees. Standard truth-trees are extended in a simple and transparent way to take possible worlds into account. Part 2 systematically explores the applications of modal logic to philosophical issues such as truth, time, processes, knowledge and belief, obligation and permission.
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