If a 3d Beatrix models the set of 4d spaces, then a 4d snoopy would describe a
set of 5d spaces. If you treat the elements of the matrix as a complex
sub-matrix, there is no reason it couldn't be a higher dimension super-matrix.
Then a higher dimension matrix could be described by a lower dime
I think you guys have created a system that demonstrates a new field of
mathematics, unless I am missed something in my research on the topic. If we
define the system as being an N-dimensional space of R-dimensional subspaces,
does this mean we need to use a real 3D matrix to model the algebra
