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As the saying goes, learning proceeds from the
known to the unknown.
So I wrote up a discussion of complex numbers in
one column, compared to Clifford Algebra in the
other column.
The point being that most of the ideas in
Clifford Algebra can be seen as non-shocking
generalizations of ideas that are already
known from complex numbers, with a little
bit of vector technology thrown in.
http://www.monmouth.com/~jsd/physics/complex-clifford.htm