Reality Check: Euclidean Geometry Debunks the Simulation Hypothesis
<p>Euclidean Geometry, developed by the ancient Greek mathematician Euclid, forms the foundation of our understanding of space and shapes. It describes a two-dimensional plane where points, lines, and angles interact according to specific rules. These rules, known as Euclid’s axioms, govern the behavior of geometric objects in our physical world.</p>
<p>Euclidean Geometry operates under the assumption of a flat, infinite space without any curvature. This assumption aligns with our everyday experiences and observations. We perceive objects moving in straight lines and angles summing up to 180 degrees in triangles. These observations reinforce our belief in a physical reality governed by Euclidean principles.</p>
<p><a href="https://medium.com/@eyesofunity/reality-check-euclidean-geometry-debunks-the-simulation-hypothesis-d60e9a49c25d"><strong>Read More</strong></a></p>