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2. Paraconsistency: Who Needs It?

  • Ray Jennings and Peter Schotch
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On Preserving
This chapter is in the book On Preserving
© 2016 University of Toronto Press, Toronto

© 2016 University of Toronto Press, Toronto

Chapters in this book

  1. Frontmatter i
  2. Contents v
  3. Acknowledgments ix
  4. 1. Introduction to the Essays 1
  5. 2. Paraconsistency: Who Needs It? 17
  6. 3. Weakly Additive Algebras and a Completeness Problem 33
  7. 4. A Dualization of Neighbourhood Structures 49
  8. 5. Polyadic Modal Logics and Their Monadic Fragments 61
  9. 6. Preserving What? 85
  10. 7. Preserving Logical Structure 105
  11. 8. Representation of Forcing 145
  12. 9. Forcing and Practical Inference 161
  13. 10. Ambiguity Games and Preserving Ambiguity Measures 175
  14. Nomenclature 189
  15. References 195
  16. Index 199
  17. Contributors 203
https://doi.org/10.3138/9781442688742-003

Chapters in this book

  1. Frontmatter i
  2. Contents v
  3. Acknowledgments ix
  4. 1. Introduction to the Essays 1
  5. 2. Paraconsistency: Who Needs It? 17
  6. 3. Weakly Additive Algebras and a Completeness Problem 33
  7. 4. A Dualization of Neighbourhood Structures 49
  8. 5. Polyadic Modal Logics and Their Monadic Fragments 61
  9. 6. Preserving What? 85
  10. 7. Preserving Logical Structure 105
  11. 8. Representation of Forcing 145
  12. 9. Forcing and Practical Inference 161
  13. 10. Ambiguity Games and Preserving Ambiguity Measures 175
  14. Nomenclature 189
  15. References 195
  16. Index 199
  17. Contributors 203
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