Clifford Algebra is a mathematical framework that extends traditional algebra by incorporating geometric concepts. It allows for the manipulation of vectors and scalars in a way that captures both their magnitude and direction. This algebra is particularly useful in physics and engineering, where it helps describe rotations and reflections in space. Developed by William Kingdon Clifford in the 19th century, Clifford Algebra combines elements of linear algebra and geometry. It provides tools for working with multi-dimensional spaces, making it applicable in various fields, including computer graphics, robotics, and theoretical physics.