Table of Contents:
- Foreword
- Introduction
- Part A. Science, Logic and Mathematics
- 1. Classical Mechanics
- 2. Mathematics
- 3. Informal reasoning and fuzzy logic
- 4. Gauss' theory of measuring errors
- 5. Theory and reality: can we draw a circle?
- 6. Logic and algorithmic thinking
- 7. Logical paradoxes and antinomies
- 8. Gödel's theorem
- 9. Multi-level and dialectic thinking
- Part B. Philosophy
- 10. The basic subject-object structure of experience
- 11. Kant's conditions a priori
- 12. Infinity in mathematics, philosophy and theology
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- Part C. Some Remarks on Religion
- 13. God and existence
- 14. Kant and German idealism
- 15. The transcendental theology of Karl Rahner
- 16. A simple geometrical analogy
- 17. Gödelian reasoning again
- 18. Tolerance
- APPENDIX 1. Simplified logical structures
- A1.1. Monadic structures
- A1.2. Dipolar structures
- A1.3. Triadic structures
- APPENDIX 2. A contemporary Platonic world view
- APPENDIX 3. Why I am a Christian
- Additional Reading
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