| Popis: |
Background: We may ask a number of questions about the nature of the relationship between geometry and probability. Can both accurately model objective reality at all while the same is changing permanently? Methods: Various aspects of the relationship between geometry and probability have been re-investigated while relying on a hypothetico deductive method. Results: It turns out that an interplay between two basic theorems of geometry, Euclid’s theorem and Pythagorean theorem, is a possible theoretical foundation of probability theory too. Conclusion: Geometry as a framework of systematic logical thinking is unified with probability theory. |
