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Question: Could Clifford algebra be used to describe Cartesian
Asked by levi
three-dimensional geometry? Yes, Clifford algebra can be used to describe Cartesian three-dimensional geometry. It is a type of algebra that can be used to describe three-dimensional objects in terms of vectors and matrices. This algebra can be used to describe the properties of three-dimensional shapes and to calculate the distances between objects. Clifford algebra can also be used to represent rotations and other transformations in three-dimensional space.
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