Euclidean geometry
Definition
Refers to the system of geometry based on the axioms and postulates of Euclid.
Category: ADJ. + NOUN
Examples
In high school, we studied the fundamental principles of Euclidean geometry.
The parallel postulate is a defining axiom of Euclidean geometry.
For centuries, Euclidean geometry was considered the only possible geometry of space.
Architects use the concepts of Euclidean geometry to design buildings on a flat plane.
This textbook offers a thorough introduction to Euclidean geometry.
The professor explained how non-Euclidean geometries differ from classical Euclidean geometry.
A straight line is the shortest distance between two points in Euclidean geometry.
His work laid the foundation for what we now call Euclidean geometry.
Understanding Euclidean geometry is essential for fields like computer graphics and robotics.
The sum of the angles in a triangle always equals 180 degrees in Euclidean geometry.