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. Multilevel and dialectic thinking
 Part B. Philosophy
 10. The basic subjectobject structure of experience
 11. Kant's conditions a priori
 12. Infinity in mathematics, philosophy and theology

 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
