Greek geometry

Greek geometry is a logical and systematic approach to understanding shapes, sizes, and spatial relationships developed by ancient Greek mathematicians. It emphasizes formal proofs, starting from well-defined axioms or basic assumptions, to demonstrate truths about lines, angles, circles, and polygons. Key figures like Euclid compiled these principles into "The Elements," creating a foundation for modern mathematics. Greek geometry combines visual reasoning with rigorous logic, enabling precise problem-solving and the discovery of fundamental properties that still underpin geometry today.