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Linear Algebra: When they refer to an 'inverse' of a vector, do they mean additive inverse, or do they mean something more like a function inverse?
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Probably not the explanation you're looking for, but... It seems very long and drawn out
This is geometric algebra ( I have been studying it for a few years now). The inverse of a vector x is the vector which gives 1 when multiplied by x (using the geometric product).
The GP is ab =¨a dot b + a wedge b and has an inverse.
Geometric algebra is a Clifford Algebra where the focus is on the geometric interpretation of the algebra.
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Thanks for the help guys. Apparently they were looking for additive inverses. The sum of the vector and its inverse = 0.
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